tag:blogger.com,1999:blog-36693979973209842642024-03-05T11:39:16.773-08:00Year 4Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.comBlogger83125tag:blogger.com,1999:blog-3669397997320984264.post-89703145642049195072018-06-29T06:09:00.001-07:002018-06-29T06:09:04.851-07:00The children have been working hard over the past couple of weeks despite the very hot weather! We have been very busy across the curriculum and the children have produced some fantastic pieces of work, showing off all that they have learnt in Year 4. <br />
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In English we have been debating whether children should wear school uniforms or not, both classes have written excellent discussion texts with reasons for and against the argument. The children thought very carefully and came up with some great advantages and disadvantages including: comfort, cost and being able to express their individuality. They certainly put forward a very persuasive argument! <br />
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During Science lessons, children have been very passionate about the effects humans can have on other living things and their habitats. As well as using their endangered animal research to create some excellent PowerPoints and posters, they have researched about the effects plastic has on our oceans. In groups the children rehearsed, directed and produced some brilliant videos explaining the impact and what we can do to help. <br />
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<b><u>Reminder for sports day (Tuesday 3rd July):</u></b> <br />
The children should come to school dressed in their PE Kits please and wearing a T-shirt in their house colour. <br />
They must all have a sun hat to wear and please apply sun cream in the morning- it is going to be a hot day! <br />
Please note house colours have now changed: <br />
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Jupiter – Green<br />
Saturn – Red<br />
Mars – Yellow<br />
Neptune – Blue <br />
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Have a lovely weekend and enjoy the sunshine! <br />
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The Year 4 team. Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-65787570250017692782018-06-15T07:48:00.002-07:002018-06-15T07:48:34.944-07:00It has continued to be a busy half term for Year 4 but we are particularly proud with how the children have approached and coped with their end of term assessment tests and dare I say even perhaps enjoyed the opportunity to show off all the knowledge and skills they have gained this year.<br />
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As well as assessments, the children have also had chance to complete some fun science lessons and have been on 'An invertebrate hunt' and making classification keys with liquorice allsorts!<br />
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Just a reminder that children will need their 'memory box' bits for <b>Monday</b> in Ash class. (please see homework book)<br />
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Have a lovely weekend<br />
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The Year 4 teachers.Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-75469110156420270572018-05-11T05:34:00.002-07:002018-05-11T05:34:56.180-07:00Royal Wedding Celebrations<div style="margin-bottom: 0px; margin-top: 0px;">
<span style="color: #545454; font-family: Calibri,sans-serif;"><span style="background-color: white;"><b>The wedding of Prince Harry and Ms. Meghan Markle</b></span></span></div>
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<span style="color: #545454; font-family: Calibri,sans-serif;"><span style="background-color: white;"><strong></strong></span></span><span style="color: #0066ff; font-family: Calibri,sans-serif; font-size: small;"><span style="font-size: 13pt;"><br /></span></span><span style="color: black; font-family: Calibri,sans-serif;">On <strong>Friday 18</strong></span><span style="color: black; font-family: Calibri,sans-serif;"><sup><strong>th</strong></sup></span><span style="color: black; font-family: Calibri,sans-serif;"><strong> May </strong>we will be linking with the Infant school to celebrate the royal wedding. We would like all the children to </span><span style="color: black; font-family: Calibri,sans-serif;"><b>wear red, white and blue </b></span><span style="color: black; font-family: Calibri,sans-serif;">(a non-uniform day) in the spirit of the occasion! </span></div>
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<span style="color: black; font-family: Calibri,sans-serif;"><i>During the morning</i></span><span style="color: black; font-family: Calibri,sans-serif;"> there will be a range of cross-curricular royal activities. There will also be a charity run – to raise money for the NSPCC. Please don't forget to sponsor your children! </span></div>
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<span style="color: black; font-family: Calibri,sans-serif;">The infants will be collecting money to </span><span style="color: black; font-family: Calibri,sans-serif;">go towards funds being raised for Jossie’s life saving treatment. If you would like to contribute to that collection as well, do please send in some money and we will add it to the collection in the infants. </span></div>
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<span style="color: black; font-family: Calibri,sans-serif;"><i>In the afternoon</i></span><span style="color: black; font-family: Calibri,sans-serif;">, weather permitting, there will be a 'street party' outside.</span><span style="color: black; font-family: Calibri,sans-serif; font-size: x-small;"><span style="font-size: 10pt;"><br /></span></span><span style="color: black; font-family: Calibri,sans-serif;">The children will need to bring in a </span><span style="color: black; font-family: Calibri,sans-serif;"><b>small, disposable plate of food</b></span><span style="color: black; font-family: Calibri,sans-serif;"> to eat at the street party (please note that we are unable to store in the fridge). They will not need a lot of food as they will have had lunch an hour earlier. As there are some children in school with a severe nut allergy, we politely remind you to ensure that your child's party food is </span><span style="color: black; font-family: Calibri,sans-serif;"><b>nut-free.</b></span></div>
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<strong>We are looking forward to a great day with the infants. Fingers crossed for some more sunshine!</strong></div>
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<strong><u>English</u></strong></div>
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Over the past two weeks the children have been working incredibly hard on writing their own Greek myths. They have thoroughly enjoyed this and produced some fantastic pieces of work. They should all be very proud! Next week we will be moving on to a non-fiction unit - discussion texts. </div>
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<u><b>Maths </b></u></div>
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<u><b><br /></b></u>We are coming to the end of our unit on properties of shapes, position and direction. This week the children have been plotting coordinates to create their own polygons and translating 2D shapes. Next week we will be focusing on addition and subtraction, revisiting mental and written strategies including estimating and using the inverse. </div>
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<b><u>Science</u></b></div>
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We have kicked off with our new topic this week- 'Living things and their habitats' It was very interesting before starting to hear the different questions the children have about the unit and what they would like to find out. We were finding different ways to group animals and the children came up with some fantastic criteria. </div>
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A request from the year 4 team- </div>
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As part of our creative curriculum topic we are planning a trip to Harpenden town on the 22nd of May. We will be conducting surveys, following a trail and answering questions and finally going to the town hall to meet the Mayor. We would really appreciate if there are any parent helpers available that day, if so please could you let us know at pick up/drop off or at the office. </div>
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Have a great weekend. </div>
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The Year 4 team 😊</div>
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Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-4056339752345441342018-04-27T07:21:00.001-07:002018-04-27T07:21:39.489-07:00Welcome back!The children have all settled back well into the 'Summer' term. After a brief spell of wonderful, warm weather we are now back to April showers. It hasn't dampened spirits in Year 4 and we have carried on regardless.<br />
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In English, the children have been learning about different Greek myths resulting in writing a 'wanted' poster for an on the loose Minotaur and a diary entry for Theseus; after successfully slaying a mythical creature in a dark and gloomy labyrinth. Here are some examples of the children's work:<br />
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<i>Finally, it was time. We entered the labyrinth. The labyrinth was made of blood-stained red quartz. My sword had an obsidian blade and a diamond hilt studded with rubies. Now my quest had begun. I asked the other 13 children to wait at the door holding the string so I would be able to find my way back through the twisted maze.... Soon I could hear the ferocious bellow of the Minotaur echoing around the maze. Scared, I sprinted forward, hoping to find the beast.... (Tom )</i><br />
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Next week, we will continue the theme and the children will be writing their own stories incorporating some of the features they have learnt about.<br />
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In maths, the children have been developing their knowledge of symmetry in polygons and creating some of their own symmetrical patterns.<br />
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During science lessons, the children have continued to investigate using electrical components and designed their own experiments to test different conductors and insulators.<br />
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Our Creative Curriculum topic on Harpenden has begun with looking at the children's own perception of Harpenden as well as looking at an overview of the history of the town since Roman times.<br />
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Sorry no photos yet...<br />
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Have a lovely weekend<br />
The Year 4 team<br />
<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-56416696735724887002018-03-16T06:15:00.001-07:002018-03-16T06:15:25.216-07:00It has been a very exciting and enjoyable past few weeks in Year 4 and across Crabtree school. <br />
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<b><u>World book day:</u></b> <br />
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A particular highlight and the children's costumes were absolutely amazing. The day was a great success! <br />
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<u><b>Roman day:</b></u> </div>
A day enjoyed by all. The children were fully immersed into Roman times and got to experience a range of fun activities which we are sure you heard all about! <br />
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Our take one book choice this unit was 'Where the wild things are', a very popular choice with the children. This week they have had a go at creating their own wild things and using expanded noun phrases, similes and metaphors to describe them. </div>
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Year 4 are getting stuck in to our new unit electricity, this week and next we will be looking at simple circuits and their components. Groups have been investigating different ways to make a circuit and if it is complete or not. </div>
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The children are also very much looking forward to science day on Monday (19th) where we will be completing experiments and activities all day based on our unit. </div>
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<b><u>Maths:</u></b></div>
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This week the children have been working so hard on their assessments and we are really pleased with the focus, resilience and effort that they have all shown. Well done!</div>
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<b><u>Dates coming up:</u></b></div>
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Monday 26th March- trip to Verulamium museum </div>
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27th and 28th Parents evening </div>
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Thank you for you continued support and we hope you have a lovely weekend. </div>
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<br />The year 4 team :) </div>
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<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-60356803482471753582018-02-17T10:31:00.001-08:002018-02-17T10:31:50.649-08:00Welcome back<span style="font-family: inherit;">We are looking forward to welcoming the children back to school on Monday and hope that you have all had a relaxing and happy half term break. </span><br />
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<span style="font-family: inherit;">This half term we have plenty of exciting events happening kicking off with our class assembly on Friday 23 February. We hope that many of you will be able to attend to see a short presentation of some of the things that the children have been up to this term. </span></div>
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<span style="font-family: inherit;">Thank you in anticipation of your help with costumes and we hope to make it not too challenging to organise. </span></div>
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<span style="font-family: inherit;">If your child is playing a <b>Roman or a narrator</b> - then any kind of simple Roman costume will suffice. (An oversized white t-shirt and a belt can be most effective)</span></div>
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<span style="font-family: inherit;">Roman soldiers will be provided with headpieces. </span></div>
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<span style="font-family: inherit;">If a slave - then as above but with no decorative details. </span></div>
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<span style="font-family: inherit;">Boudicca - a simple tunic. (We will dress her with cloak and jewels)</span></div>
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<span style="font-family: inherit;">We hope the children have been learning their parts and songs ready to pull things together this week. </span></div>
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<span style="font-family: inherit;">The children will be able to use their costumes again for <b>Roman day</b> on 28th February for a fun filled day with Charlie Upton, where the children will become Roman Legionaries for the day and build two Roman ‘Onagar’ catapults that really fire missiles and a Roman battering ram.</span></div>
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<span style="font-family: inherit;">Also in that week, we have a visit planned on the Monday from a local dentist who will help us carry out some short investigations into teeth hygiene. Please note that the dentist surgery involved wish to include photographs of the children on their website and we will be sending home a permission slips to check if you are happy for them to do so. </span></div>
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<span style="font-family: inherit;">Also in this week, will be World Book Day (1st March). This will be the closing date for our entry to our reading challenge set at the beginning of the month. We hope you have all being reading some new books from Crabtree's top 100 list!</span></div>
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The aim of the day is to celebrate and encourage a positive reading habit and we will be inviting the children to dress up or bring in a prop of a favourite book character. The day in school will also be a chance for us to get excited and inspired, whilst developing a love of reading.</div>
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Fast-forward to the end of the term, the final week before Easter holiday, the children will be immersed in all things Roman again, on our visit (sadly not to Rome!) but to Verulamium otherwise known as St Albans!</div>
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The week will round off with parent consultations 27/28 March. (Details will follow)</div>
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Plenty to look forward to...</div>
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Have a great weekend</div>
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The Year 4 team</div>
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Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-83099712414660558202018-02-02T04:59:00.001-08:002018-02-02T04:59:10.652-08:00The past two weeks have been very busy and jam-packed with exciting activities. The children have been working extremely hard and produced some fantastic work. A particular highlight being the (very messy) experiment the children conducted based on the digestive system. <br />
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It is fantastic to see the children to interested by this unit and continuing their learning outside of the classroom:</div>
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Next week we will be investigating tooth decay and it would be much appreciated if you have any empty jam or any other jars that could be sent in with the children on Monday. Thank you in advance! </div>
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Our cross curricular writing in English was a huge success. The children wrote some very exciting, tense and dangerous challenges for Decimus Rex to face. We thoroughly enjoyed reading them and it was clear to see the children applying all the skills we have been learning in lessons into their writing. We will be starting a new unit next week on non-chronological reports. </div>
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In Maths we will be deepening our understanding of multiplication and division, written and mental calculations. However, it would be very helpful for those children struggling with time to continue practising this at home. </div>
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For homework over half term the children have been asked to make some Roman shields for our topic. Here is some inspiration from last year: </div>
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Have a lovely weekend.</div>
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The year 4 team 😊</div>
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<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-10124522629333502142018-01-19T06:42:00.000-08:002018-01-19T06:42:01.832-08:00All hail Caeser!Year 4 are charging along with their new Creative Curriculum topic of 'The Romans'! The children seemed to be enthused by the new topic and we have managed to make plenty of cross-curricular links to our English work too. In English, we have been reading 'The Gladiator Boy' by David Grimstone. While using this book as our main text, the children have produced some wonderful character sketches of the main character and some dramatic, powerful writing about being in the fight scene of a gladiatorial battle. There are a few titles in The Gladiator Boy series if any of the children would like to read some of the others at home, we would love to hear about what they thought.<br />
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In maths, we have just begun our new short unit on all things related to 'time'. If your child is struggling with learning to tell the time on an analogue clock, it can be helpful to set something like this around a clock at home. This can give children plenty of practise to see and learn how the concept of telling the time works. We will be teaching analogue time alongside digital time.<br />
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In science, our new unit is digestion and teeth. So far we have been learning what happens to our food when it is digested and learnt some of the different body parts associated with the process. Next week we will be conducting a virtual digestive system with some tights and some food stuffs!! It can get messy. </div>
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As mentioned, we have begun work learning all about the Roman Empire. To date, we have focussed on the reason for Emperor Claudius's invasion in AD43. Next week, we will be looking at the organisation and special qualities of the Roman army. A head's up that we will be setting a special DT homework and asking the children to make a replica Roman shield. It might be worth hanging on to any large pieces of card you may come across in the next few weeks!. </div>
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Dates for the diary:</div>
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23 February - class assembly 9.10am</div>
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28 February - Roman day in school (Roman costume welcomed)</div>
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1 March - World Book Day (more information to follow - dress up day)</div>
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26 March - visit to Verulamium museum St Albans</div>
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<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-41978951030662120642018-01-05T06:54:00.001-08:002018-01-05T06:54:48.861-08:00Welcome back! We hope you had a lovely Christmas break and are glad to see the children have come back and are ready and raring to go! <br />
We would first like to start by thanking all the parents and children for the kind gifts and cards you gave us before the Christmas holiday. It was very much appreciated! <br />
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Next week we will be starting our new topic on Romans which will link in well with our next English unit based around historical contexts. We will be reading Gladiator Boy by David Grimstone with Year 4 next week. <br />
<br />Just a reminder about PE kits- Children will be outside every Wednesday for hockey so warm clothes and kit is essential. Thursday will be dance so a t-shirt and shorts will be fine. <br />
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Homework will be starting from next week and we appreciate all your support and encouragement in ensuring the children are completing this. <br />
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Date for the diary- Year 4 assembly 23rd February. <br />
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The year 4 team. Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-79090512665360362022017-12-08T08:37:00.002-08:002017-12-08T08:37:16.818-08:00The end of term is fast approaching and I am sure all the children are looking forward to a relaxing break from school. <br />
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We have now finished our 'Take one Book' unit based on our text 'Stone Girl, Bone Girl'. We hope the children have enjoyed the unit. As teachers, it has given us a chance to see some of imaginative independent writing the children can produce. Also as part of the unit we have had a go at making our own fossilised objects. These are some pictures from Ash class. Birch classes' are still 'work in progress'!<br />
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In maths, we have continued our work on fractions with the addition and subtraction of fractions with same denominator. This included a rather tricky pyramid puzzle to solve. <br />
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In science the children have been investigating evaporation and condensation. Ask your child if they can explain this scientific vocabulary. <br />
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Next week, as our penultimate week before the Christmas break, we have planned to do some Christmas crafts with the children and in our PSHE lessons we will be exploring 'being different but being the same.' If your child could bring in any <b>small craft bits</b> to help them decorate an individual fish shape, it would be appreciated. <br />
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Also a note from Mrs Tizard: <br />
We are outside once a week and the weather has definitely changed and become cold. Please can you ensure your child has suitably warm clothes for P.E including socks! (Quite a few girls wear trainers and no socks) Joggers, sweatshirt, gloves and a beany hat are advisable. Thank you it makes lessons so much easier if the children are warm to start with.<br />
Amanda Tizard<br />
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Please continue to support your child with homework (separate email sent). <br />
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Have a lovely weekend<br />
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The Year 4 team. <br />
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<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-21779664367529685542017-11-29T03:24:00.002-08:002017-11-29T03:24:56.508-08:00<br /><br />
Year 4 are currently enjoying our Take one Book unit focussing on the story by Laurence Anholt "Stone Girl, Bone Girl". This book tells the story of the life of Mary Anning who famously found some of the first prehistoric fossils. We hope to enjoy producing some varied writing as a result of reading this text. This will include play scripts, diary entries, explanation and persuasive writing. <br />
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In Math,s the children have just begun a unit on fractions. We have been exploring counting hundredths, mixed and improper fractions and will move on to calculating fractions of amounts. Some children will also be given opportunity to extend their reasoning skills with problems solving challenges. Please continue your regular practise of Times table Rock Stars. It is making a real difference to the children's ability to recall their multiplication facts.<br />
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In Science, the children have exploring the properties of solids, liquids and gases. Here are Birch class trying to see if air has weight. <br />
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Birch class behaving like the molecules of solids, liquids and gases. </div>
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A separate email has been sent home with information about this week's homework. <br />
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Just a reminder that all children should have a warm coat in school as the weather has really turned very cold and the children are outside for long periods. <br />
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We hope that many of the children will be able to make the Christmas Fair this weekend. It sounds as though it will be an exciting event. <br />
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The Year 4 team <br />
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Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-14059533742462466992017-11-10T05:35:00.002-08:002017-11-10T05:35:34.852-08:00<span style="font-family: Arial, Helvetica, sans-serif;">It has </span><span style="font-family: Arial, Helvetica, sans-serif;">been a great couple of weeks back after the half term break. Year Four have been working hard and very enthusiastic towards their learning. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">In English we have started a unit on persuasive writing. The children have just completed some excellent letters persuading a team of exterminators to rid the local community of a terrible troll that is causing great distress to Billy Goats Gruff and his family. They produced some incredibly creative and persuasive letters, they should be very proud of their work. Next week, the children will be writing a persuasive letter based on our Creative curriculum topic on coastal defences. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">In maths this week, the children have been practising their skills with multiplication and division, exploring different methods for solving calculations efficiently. We have been focusing on multiplying or dividing a 2 digit number by a 1 digit number or possibly a 3 digit number. The method we have been using this week is partitioning which will lead into more formal written methods later on. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">It has been a very exciting start to our new science unit: states of matter. The children have been investigating different materials and deciding if they are solids or liquids, whilst coming up with some very interesting questions of their own! </span></div>
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<span style="font-family: Arial;">Year 4 assembly rehearsals are well under way and it is great to see so many children keen to learn their lines already. For homework this week it would be very helpful to keep practising their lines and the song lyrics (see below) in preparation for the assembly on Friday the 17th of November. </span></div>
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<span style="font-family: Arial;">Just a reminder that Times table Rockstars needs to be regularly used at home. The children are set 4 garage sessions for the week and should be encouraged to complete them. If you have any issues with accessing the site please do let us know. </span></div>
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<span style="font-family: Arial;">We will be starting an Art project based on the book Stickman by Julia Donaldson in the coming weeks and all children will need one toilet roll and one kitchen roll. We would be very grateful if you could send your child in with these ready to be used on the 20th of November. </span></div>
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<span style="font-family: Arial;">Thank you for taking the time to read the blog. </span></div>
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<span style="font-family: Arial;">Have a lovely weekend and we look forward to seeing you for the class assembly on the 17th. </span> </div>
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<span style="font-family: Arial;">The year 4 Team. </span></div>
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<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-78042368834795647092017-10-13T02:48:00.001-07:002017-10-13T02:48:58.367-07:00Life's a beach!<br />
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In our Creative Curriculum lessons associated with our topic on 'Changing Coasts', the children have been enjoying learning all about some quite difficult concepts associated with the geographical features of the coastline and we have been impressed by the children's ability to get to grips with some of the higher level vocabulary; depositional landform, erosion landform, stacks, arches, stumps, groynes and gabions to name but a few.</div>
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This week we have been looking at human geography and our relationship with a sandy and a shingle beach and how these have developed as a result of human intervention. For homework the children have been asked to write a postcard highlighting the differences between what can take place on sandy beaches verses human activities on pebble or shingle beaches. We look forward to reading their responses. </div>
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Next week on Tuesday, we will be creating some collage paintings based on this design. </div>
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If you have any wallpapers or fabric that could be used to add bunting, we would be very grateful if you could send that in with your child. </div>
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In maths this week, the children have been practising their skills with addition and subtraction and testing out efficient methods for solving subtractions with multiple zeros. Can your child explain to you a more efficient method to solve this calculation; 7000 -3456 = or even 700 -345 =?</div>
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In English, we have completed our unit on explanation texts. The children have now edited and uplevelled their final draft. The children have become very knowledgeable in their understanding of the coastal erosion process of how caves, arches and stacks are created and this certainly shows in their writing. </div>
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In science, the children have been investiagting which material is most effective at muffling sound. Next week they will be thinking about how to change the pitch of a sound. We have linked this to work in our music lessons where we have been exploring different instruments and how sound is produced. We have even had chance to have a go at some beat boxing!</div>
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We hope the children are now feeling fully settled into life in Year 4 and we look forward to seeing many of you on Tuesday 17th for our initial feedback at parent consultations. </div>
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Have a lovely weekend</div>
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Mrs Meredith & Miss Coyne</div>
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Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-15387235465913841292017-09-29T05:11:00.000-07:002017-09-29T05:11:07.940-07:00<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">It has been another busy two weeks in Year 4 and the children have been working very hard! It was fantastic to celebrate International day of Languages and listen to the very talented children share their knowledge from countries across the world. In Birch we travelled to Italy and Holland in Ash. The children fully immersed themselves in the activities and even learnt some key phrases. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">This week we had our </span><b><span style="font-family: "arial" , "helvetica" , sans-serif;">Big Bang </span></b><span style="font-family: "arial" , "helvetica" , sans-serif;">for our topic on Coasts, the children produced some beautiful beach huts. Cutting, painting, sticking and designing their creations themselves which took lots of concentration and persevering! </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">In English, the children finished their unit on 'The Jolly Witch' and even wrote their own twist to the story writing about a 'Jolly teacher' with a magic pen. It was so enjoyable to read the children's stories and a great indication of the work that is to come in English from Year 4. We have now moved onto a new unit based on explanation texts, we have been identifying the key features that need to be included in our 'Coastal formation' example. This links nicely with our creative curriculum topic Coasts and gives the children the chance to apply all their knowledge on depositional and erosion land form. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">In Maths, we have moved onto addition and subtraction. We will be focusing on strategies to improve addition and subtraction of 4 digit numbers and incorporate some problem solving too. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">In Science, the children have been using excellent investigative skills to explore pitch and volume in our 'sound' unit. Last lesson we used data loggers to measure the sound produced by dropping marbles into different sized containers to investigate if it had an impact on volume. The children made very interesting predictions and interpreted their results well. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small; text-indent: -18pt;">If you would like to support your child at home, it would be really helpful to continue with Times table rock stars and practise addition and subtraction of 4 digit numbers. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small; text-indent: -18pt;">I am sure they could also tell you all about coastal formation including stacks, arches and caves! </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small; text-indent: -18pt;">Thank you for your cooperation with the reading records, it is lovely to see so many of the children reading on a daily basis. </span></div>
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<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-30082772692986766352017-07-21T04:31:00.001-07:002017-07-21T04:31:15.178-07:00Happy Holidays!<br />
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<span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;">It’s the end of yet another fantastic year at Crabtree!</span></div>
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<span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;">We hope that you will all agree that we have had a wonderful
time developing all the skills necessary to meet the challenges that year 5
will throw at us.</span></div>
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<span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;">Yesterday, we had our last trip of the year, to Cuffley camp.
We enjoying trying several different activities; fire building, a habitat walk
and the teachers’ favourite, shelter building. This was our ‘favourite’ because
testing the water-proofing of each shelter meant that most of the children got
a little damp!!!</span></div>
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<span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;">We have included a selection of photographs below.</span><span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;">We would also like to say a big <b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0;">THANK YOU</span></b><span style="color: #7030a0;"> </span>to all the children in year 4 for all their hard work this
year. Then an equally big <b style="mso-bidi-font-weight: normal;"><span style="color: red;">THANK YOU</span></b><span style="color: red;"> </span>to all
the parents for their support throughout the year too. </span></div>
</div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<div style="border-image: none;">
<span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;">Finally, the whole year 4 team has been completely overwhelmed
by the generosity of the classes year, every single card, gift (homemade or
not) and token have been really appreciated.</span></div>
</div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<div style="border-image: none;">
<span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;">Have a great summer and enjoy researching and creating your
Mayan homework for September.</span></div>
</div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<div style="border-image: none;">
<a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "comic sans ms"; font-size: 14pt; line-height: 115%;">The Year 4 team</span></div>
<div style="border-image: none;">
<br /></div>
<span style="font-family: Comic Sans MS;"></span></div>
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Comic Sans MS;"><img 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" 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Year 4 teachershttp://www.blogger.com/profile/15522507143388588196noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-1639610999300789682017-07-09T01:26:00.000-07:002017-07-09T01:26:51.253-07:00Sporting Success for all!A great day of sport was had by all the children at Crabtree on Friday, with everyone having their chance to race and enjoy different sports. We started the day with an inspiring speech from our Sport's leaders Greg and Gabriella, followed by the mini marathon around the circular track. The morning continued with plenty of mini tournaments: tri golf, lacrosse cricket and team tennis for the lower phase. The afternoon was of course our track and field events. A great afternoon! Well done to all the children for their effort when taking part. <br />
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In English, the children have been busy writing discussion texts. This next week we will be having a 'real life' debate as to whether we should build housing on the Green Belt land around Harpenden. Please ask your child to explain their own personal views. <br />
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In Maths, both classes have been consolidating the year's work. <br />
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In Science we went on a bug hunt, specifically for woodlouse. Please have a go on the link if you wish to design your own super bug. <br />
<a href="http://www.mylearning.org/minibeasts/interactive-intro/4-77/">Build a Bug</a><br />
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For homework this week, we have asked the children to design a 3D model of a building from the High Street. Everyone has been assigned a building. Please take care to think about your design carefully and have a look around your recycling for materials that would be good to use. (Printing off the shop logo is always effective). Building should be no wider than 18cm to allows us to fit them all in! We will be making our buildings in school this next week so please bring in what you can. <br />
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On Thursday this next week, children will have an opportunity to meet their new teachers for Year 5. <br />
Ash class will be having Miss Reimann, who has been working in Year 5 this last term and Birch class will be having Mrs Welham and Miss Eastlake. In the evening we will be holding our annual open evening where children will have chance to take their parents around school to show them some of the work they have produced this year. On that note, if any of the children still have their <b>Roman shields in tact from the Spring term, we would be most grateful if you could bring them into school to display.</b> Children will also have a chance to see what they can look forward to next year and beyond in the Year 5 & 6 classrooms. <br />
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We looking forward to seeing you then.<br />
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The Year 4 team. <br />
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<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-45875432751369092012017-06-23T05:53:00.003-07:002017-06-23T05:53:42.689-07:00Assessments over for another year!!!
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<span style="font-family: Calibri;">Well it’s Year 4 here again…. </span></div>
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<span style="font-family: Calibri;">It’s always an indicator of how close to the end of the year
we are when we complete the end of year assessment week! </span></div>
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<u><span style="font-family: Calibri;">This week:</span></u></div>
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<span style="font-family: Calibri;">As I’m sure you are all aware we’ve been work really hard,
concentrating on our assessments. Well done! <strong><span style="color: red;">to all the children,</span></strong> who have truly
done their best to demonstrate their learning throughout the year.</span></div>
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<u><span style="font-family: Calibri;">Next week:</span></u></div>
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<span style="font-family: Calibri;">In English we will be starting a new unit – Discussions.
During which we will be further developing our writing skills: including fronted
adverbials and topic sentences, whilst varying sentence structures. Of course,
we will continue to work on perfecting our proof-reading and editing skills.</span></div>
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<span style="font-family: Calibri;">Mrs Meredith’s maths group will be performing further
investigations involving larger numbers, next week. </span></div>
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<span style="font-family: Calibri;">Miss Eastlake’s group will be revisiting fractions as this
is an area in which the children require a more secure understanding. </span></div>
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<span style="font-family: Calibri;">Year 4 will be starting a new unit in Science, Habitats.
This unit involves us understanding how to classify living things, examining
invertebrates and vertebrates, then developing an greater appreciation of the
impact that humans have on specific habitats. It will link well with our trip
to Cuffley and the very end of the year.</span></div>
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<span style="font-family: Calibri;">In our Harpenden topic we are continuing with our
investigation of our local area and have been recording the differing land uses
that surround us, in a variety of methods. </span></div>
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<span style="font-family: Calibri;"><u>How can you support at home</u>?</span></div>
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<span style="font-family: Calibri;">In Miss Eastlake’s Maths class those who know that they are
still working on improving their knowledge of times tables, should keep up
regular practice of these. Remember they are your basic maths building blocks!</span></div>
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<span style="font-family: Calibri;">Take advantage of the sunshine, sit in the garden and enjoy reading your favourite book. That is certain what the Year 4 team will be doing with any spare time. </span></div>
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<u><span style="font-family: Calibri;">Homework:</span></u></div>
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<span style="font-family: Calibri;">This week, as everyone has worked so hard, the
only homework is for Topic. The children have been asked to research a suitable
person who could be commemorated by a blue plaque in Harpenden.</span></div>
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<u><span style="font-family: Calibri;">Reminder: </span></u></div>
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<span style="font-family: Calibri;">If you are one of the few people who have not yet to signed up for
the Cuffley trip on Thursday 20<sup><span style="font-size: x-small;">th</span></sup> July, please get your child’s acceptance
slip back to the office as soon as possible. Finally, if you know that your
child is unable to attend the Cuffley trip, please make the office aware, thank
you in advance.</span></div>
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<span style="font-family: Calibri;">Sorry, no photos today.</span></div>
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<span style="font-family: Calibri;">Thanks as ever for your support</span></div>
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<span style="font-family: Calibri;">The Year 4 Team</span></div>
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Year 4 teachershttp://www.blogger.com/profile/15522507143388588196noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-13157108160890020882017-06-15T06:33:00.000-07:002017-06-15T06:33:11.060-07:00Fabulosas!What a fantastic show the children gave last night at the Harpenden Public Hall. The children behaved well and coped admirably with the heat while they were waiting under stage for their turn to perform. The rousing performance of 'Cumbanchero' was fabulous and we hope it has been a great experience for the children to be involved in such a production. A special mention to the Orchestra and Choir members who have attended regular practice sessions with Mr Bishop at the end or start of school. Their hard work really paid off and they were able to give such a confident performance.<br />
<br /><br />
Well done to all the children (and parents) who completed the Harpenden trail over half term holiday. We hope you found it informative. We have continued with our topic since half term and explored the effect of the railway coming to Harpenden and from a geography perspective have begun thinking about plotting land use in the town now using our digital mapping programme 'digimap'.<br />
<br /><br />
In Science, we have been experimenting with different conductors and insulators in simple electric circuits. Part of our curriculum involves taking a part a plug and looking at how it is wired. It would be therefore helpful if the children can have some 'hands on' experience of this at home; perhaps taking a plug apart with adult supervision.<br />
<br /><br />
In Maths, both sets have been revising in preparation for our final assessment week next week. It would be beneficial that children make sure they get to bed early and are fully focused so they can 'show off' their best skills!<br />
<br /><br />
In English we have completed a short unit on a story from another culture. The children have written from the perspective of Gregory in 'Gregory Cool'. We plan to pick up this unit again towards the end of the term so if the children spot any stories from other cultures at home and would like to share them, that would be most welcome. <br />
<br /><br />
Next week, as we have said, is assessment week so there will be no separate spelling list but we are sending home red books to provide an opportunity to look over and recall all the spelling rules covered this year for a final spelling test next week. All assessment tests taken next week will be feedback in the end of year report. <br />
<br /><br />
Have a great weekend!<br />
The Year 4 team<br />
<br /><br />
<br /><br />
<br /><br />
<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-82689623485973225192017-05-25T07:33:00.002-07:002017-05-25T07:33:35.947-07:00Songs to learn for music concert<div align="center" class="MsoNormal" style="text-align: center;">
<b><u><span lang="EN-US">We are the Young<o:p></o:p></span></u></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young, the children of the world<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We hold tomorrow in our hands<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young, the promise of a brighter
day<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">The future waits at our command.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">Teach us well; teach us how to care,<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">Give us love, love that we can share<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">And we’ll walk hand in hand in the light of
the rising sun<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young, and so we look to you<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">To show us how the world should be<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young: we trust in your
experience<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">To help us shape our destiny.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US"> Teach
us well; teach us how to care,<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">Give us love, love that we can share<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">And we’ll walk hand in hand in the light of
the rising sun<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">That day is dawning when we will be grown<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We will inherit this world for our own<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young, the children of the world<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We hold tomorrow in our hands<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young, the promise of a brighter
day<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">The future waits at our command.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">Teach us well; teach us how to care,<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">Give us love, love that we can share<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">And we’ll walk hand in hand in the light of
the rising sun<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We are the young.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
<span lang="EN-US"> </span><u style="text-align: center;"><span lang="EN-US">The
Gift of Today</span></u></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">I feel so lucky when I wake up in the
morning<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">And the birds are singing, “welcome new
day”<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">I’m happy when I see the sun is shining
through the window<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">Beckoning all to come and play.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">I thank all those who take such care of me,<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">Making sure I wrap up warm in the cold<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">We need to take good care of one another, <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">helping all of us through, as we grow old.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><span lang="EN-US">Celebrate! Celebrate!<o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<b><i><span lang="EN-US">Make it a day that we can say:<o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<b><i><span lang="EN-US">Celebrate! Celebrate!<o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<b><i><span lang="EN-US">Celebrate the gift of today!<o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">I know the world is sad in many places,<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">People struggling hard just to survive,<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">Where there is war and hatred I just pray<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">The hope of reconciliation stays alive<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">I<u>m</u>agine a world where every man,
woman, child,<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">Could live their lives not being so fearful
every day<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">I<u>m</u>agine a time when everybody in
this world<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">Can wake up ev’ry morning able to say:<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><i><span lang="EN-US">Celebrate! Celebrate!<o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<b><i><span lang="EN-US">Make it a day that we can say:<o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<b><i><span lang="EN-US">Celebrate! Celebrate!<o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<b><i><span lang="EN-US">Celebrate the gift of today!<o:p></o:p></span></i></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US"> </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="font-size: 26.0pt;">El cumbanchero<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">A
cumba, cumba, cumba, cumbanchero,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">A
bongo, bongo, bongo, bongo sero.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">When
in Cuba you can do the cumbanchero, bongo sero<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">que
seva<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">Bongo
sero que seva<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">Hear
all Havana bongos drum,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">Bum
bum ba.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">See
all Havana guitars strum,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">Tum
tum ta.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">A
cumba, cumba, cumba, cumbanchero,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">A
bongo, bongo, bongo, bongo sero.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">When
in Cuba you can do the cumbanchero, bongo sero<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">que
seva<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">Bongo
sero que seva<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US">Cumba!<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US"> </span><span style="font-size: 20pt; text-align: center;">Mi caballo blanco</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">You are my fine companion,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">a stable friend indeed.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">We’ll always be together,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">me and you my trusty steed.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">Mi caballo, mi caballo<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">galopando va,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">Mi caballo, mi caballo<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">Sevay se va.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">Ah-----------mm,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">You are my guardian angel<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">And understand my pain.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">You’ll always lift my spirits<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">As we race across the plain.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">And when the gods in heaven<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">Announce our final ride,<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">They know that we’ll be ready<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-size: 16.0pt;">Both together side by side.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US"><span style="font-size: 16pt; text-align: center;"> </span> <o:p></o:p></span></div>
Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-12329465832869768312017-05-25T06:54:00.000-07:002017-05-25T07:31:09.316-07:00Thank you very much to the parents that came on our walk on Monday afternoon. It was a warm one but I think the children enjoyed conducting surveys with members of the public and having an opportunity to speak with Madam Mayor. <br />
<br />
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We hope you have a lovely half term break.<br />
<br />
<br />
The Year 4 team Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-3518754767772024762017-05-19T08:16:00.000-07:002017-05-19T08:16:01.132-07:00It’s nearly time for our last half term break of the year…
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<div style="margin: 0cm 0cm 10pt;">
<u><span style="font-family: Calibri;">This week:</span></u></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">BREAKING NEWS…..in English we have been developing our
journalism skills through writing a recount in the style of a news report. This
has included recognising and using the 5W’s within an orientation paragraph
together with writing in a passive rather than active voice.<span style="mso-spacerun: yes;"> </span>On top of which, we have been doing our best
to use sensational language too. Of course, our old favourites have continued
to be included: fronted adverbials, topic sentences, proof-reading and editing
skills.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Mrs Meredith’s maths group have been working on some enrichment investigations to do with different measures. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Miss Eastlake’s maths group have been revisiting written
methods of subtraction and applying their knowledge and understanding to
problem solving. This is a skill which will be the focus of our work after half
term, together with revisiting multiplication and division strategies. So if
anyone who is not yet confident with their times tables, half term is an ideal
time to do some more practice… </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Science in Year 4, we have just started our new unit;
Electricity. Several children have already kindly demonstrated their knowledge
by sharing some electrical circuits that they have built. We will continue to
investigate electrical circuits further, exploring there components and
materials that successfully conduct a current. We will also be considering the
possible dangers involved with dealing with electricity regularly.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Our Harpenden topic is well underway and we are all enjoying
learning more about the history and development of Harpenden and the local
area. On Monday afternoon we are looking forward to furthering our
investigations by asking the Mayor some specific questions. Thank you to the parents who have volunteered to accompany us. If you could arrive by 1pm please. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Next week is Multicultural and Eisteddfod week, so there
will be some lesson disruption.<span style="mso-spacerun: yes;"> </span>Year 4
will be focusing on two aspects of African art, one of which will involve
creating a clay mask. It would be extremely helpful <strong>if you could make a
cardboard support for this mask before Wednesday</strong>. It should be about half B5
size. We recommend corrugated cardboard, as wet clay is quite heavy, folded so
that the two sides create a right angle and held in place by sticky tape,
creating a shape that the clay can be draped over to dry. Here is a video clip
that shows you in more detail:</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<a href="https://www.youtube.com/watch?v=b71vWMTsvpQ"><span style="color: blue; font-family: Calibri;">https://www.youtube.com/watch?v=b71vWMTsvpQ</span></a><span style="font-family: Calibri;">
</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"><u>How can you support at home</u>?</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Miss Eastlake’s Maths class would find additional practice
of times tables and any opportunities for the children to develop their
appreciation of the inverse relationship between multiplication and division
helpful.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">This week homework is over 2 weeks, in after half term, as
we have asked the children to complete a walk through Harpenden High Street
answering a set of questions as they go. We thought that they might like to get
together with a friend (and an adult) to do this. However, it would also be a
pleasant walk for the family.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
There is also a town trail 2 that can be downloaded if you particularly enjoy completing the first!!</div>
<div style="margin: 0cm 0cm 10pt;">
<a href="http://www.harpenden-history.org.uk/searchgoogle.aspx?q=townt+trail">http://www.harpenden-history.org.uk/searchgoogle.aspx?q=townt+trail</a></div>
<div style="margin: 0cm 0cm 10pt;">
<br /></div>
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Thanks as ever for your support</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">The Year 4 Team</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"> </span></div>
Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-28999618699315511852017-05-05T07:38:00.002-07:002017-05-05T07:38:26.150-07:00<br /><br />
News<br />
<br /><br />
We have now completed our English unit on Greek Myths and the children have produced some fantastic pieces of writing. The children's understanding of this genre of writing has greatly improved and it has been a successful stimuli to draw on the children's imaginations and writing skills. Well done year 4!<br />
<br /><br />
In Maths, Mrs Meredith set have now completed work on fractions and decimals culminating in an end of unit investigation where the children have created their own multi-choice 'real life' scenarios to set challenging questions to test others. Miss Eastlake's set have been continuing their unit on data handling and learning about the most suitable representations for specific data e.g. bar charts, line graphs. <br />
<br /><br />
For Science, the children have been investigating the fun world of bubbles! One investigation has involved finding out about the fizziness of sherbet and how this is created and a further one connected with aerating chocolate. So plenty of finger licking opportunities!<br />
<br /><br />
In PSHE lessons we have been talking about loss, whether that be a lost pencil case, a lost friend or losing a relative. The children have responded sensitively to discussions and reflected well in their jigsaw journals. <br />
<br /><br />
If possible could children bring in a <strong>small plastic bottle</strong> (250ML) for next Tuesday's Science lesson.<br />
<br /><br />
<br /><br />
<strong><u>At home</u></strong><br />
Homework was sent home on Thursday. For the reading comprehension could we emphasise the importance of finding evidence in the text to support answers. <br />
Also, as our new English unit is Journalistic recounts, it may be helpful to have a look through a newspaper and find an example of a recount. (Please bring into school)<br />
Miss Eastlake would also like her set to be looking out for examples of charts or tables in newspapers for Maths. <br />
<br /><br />
Have a great weekend<br />
<br /><br />
The Year 4 team <br />
Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-8864400691984087372017-04-21T08:25:00.002-07:002017-04-21T08:25:40.511-07:00
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Welcome back to all! </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Can you believe that this is our last term as Year 4?</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<u><span style="font-family: Calibri;">This week:</span></u></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">In English we have started our new unit – Greek Myths.
During this unit we will be coming familiar with the key features of myths. In
addition, we will further develop our fiction writing skills: including fronted
adverbials, topic sentences and character descriptions, whilst varying sentence
structures. Of course, we will continue to work on perfecting our proof-reading
and editing skills.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Mrs Meredith’s maths group will be developing their problem
solving and investigation skills.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Miss Eastlake’s group are continuing to improve their
understanding of different units of measurement: cm, m, km, g, kg, ml and l.
This will also involve converting between different measurement and developing
their understanding of the relationship between units.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Year 4 will continue to work on Brilliant Bubbles in Science.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Harpenden is our new topic and we have started by looking at
clues and evidence that can help us to interpret the history of our town. We
are all looking forward to investigation this topic further over the next few
weeks.</span></div>
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">In Computing, both classes have begun looking at using html tags. Have a go at home working through lessons 1-5. </span></div>
<div style="margin: 0cm 0cm 10pt;">
<a href="https://learn.playto.io/html-css/lesson/0">html lessons</a> </div>
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"><u>How can you support at home</u>?</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Miss Eastlake’s Maths class would find any additional
practise using and reading weighing scales when cooking at home, very
helpful.<span style="mso-spacerun: yes;"> </span>Several children find
understanding the value of interval markers on scales a tricky concept to
understand.</span></div>
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">If you have friend or relative who has lived in the local
area for their whole life, perhaps you can chat to them about their experiences
and how the town has changes. Even better, if an older local contact would like
to share their knowledge with the whole year group, please do get in contact
with the school.</span></div>
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<div style="margin: 0cm 0cm 10pt;">
<u><span style="font-family: Calibri;">Request for help:</span></u></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">On Monday 22<sup><span style="font-size: x-small;">nd</span></sup> May Year 4 will be walking to and
around Harpenden as part of our latest topic. During the afternoon we are
hoping to be able to meet the Mayor too. It would be extremely helpful if some
of our wonderful parents would volunteer to help us with this trip. Please
contact the office if you are able to help, thank you in advance. (DBS will be required)</span></div>
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Sorry, no photos today.</span></div>
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Thanks as ever for your support</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">The Year 4 Team</span></div>
Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-20381432928097070072017-03-31T06:28:00.000-07:002017-03-31T06:32:11.907-07:00The children had a fantastic day out in St Alban's yesterday and we were incredibly lucky with beautiful weather. Thanks to the parents who came along and helped. <br />
<br /><br />
Have a wonderful Easter break and we will look forward to seeing you on April 18th. <br />
<br /><br />
Some photos of our day. <br />
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<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0tag:blogger.com,1999:blog-3669397997320984264.post-48461106506569594272017-03-24T08:29:00.001-07:002017-03-24T08:29:54.996-07:00<b><u>This week in Year 4</u></b><br />
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In English this week, the children have been drafting, editing and publishing their non-chronological reports on Roman Towns. It was great to see so many children had further researched this at home and they were able to add their own details while writing. Hopefully we will have them up on display soon. <br />
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In Maths, Mrs Meredith and Miss Coyne's group have been revising mental addition and subtraction strategies and also using rounding techniques to make sensible estimations. Next week will include a linked investigation to round off the term. In Miss Eastlake's group children have been getting to grips with some aspects of measurement including finding perimeter, area and beginning a new unit on reading and telling time. <br />
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Science has seen us continuing our Brilliant Bubbles unit. We have been investigating the effects of adding glycerine to bubble mixture to see if we could improve the quality of our bubbles, in terms of thickness, shine and lasting ability. We also asked the question about whether a bubble is always a sphere. Click on this link for the answer. <a href="https://www.youtube.com/watch?v=GKvT1lRWhE0">Bubbleologist </a><br />
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Finally, our topic lesson this week involved making Roman clay pots. Photos to follow soon. <br />
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<b><u>How can you support at home</u></b><br />
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Can you help your child find out about how to use the possessive apostrophe?<br />
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Can you help you child learn their spellings this week. Look out for 'shun' words when reading. Is there a pattern?<br />
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Does your child know how to tell the time? The most effective way to learn is on a 1 to 1 with a watch/clock and lots of practice. Try putting 5 minute intervals <b>past</b> and <b>to</b> around a clock at home. <br />
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<b><u>Reminders</u></b><br />
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<b><u>Parent consultations</u></b> Monday 27th and Tuesday 28th<br />
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<b><u>Verulamium trip</u></b> Thursday 30th (Please wear warm waterproof clothing suitable for some time outdoors, uniform on top half please, £3 max spending money for shop (optional) and lunch in disposable bag.)<br />
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Have a great weekend<br />
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Year 4 team <br />
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<br />Year 4 Teachershttp://www.blogger.com/profile/02338677006019528948noreply@blogger.com0