Wednesday 20th January
14 Jan 2021
Good morning Class 3!!
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I hope you have had a nice few days with Mrs Lewis. I enjoyed reading the openings to the BFG that you wrote yesterday. Starting this week we will be awarding Dojos for great work and super effort, just like we would in school. You can also earn Dojos by making sure you do your daily sessions on TTRockstars and do the weekly quiz.
Today looks like this:
English BFG - Writing the first part of the opening continued. Please send me this work today.
Maths - Multiplication & TT practice
PE- Joe wicks (9am live on Youtube) or daily challenges
DT- Structures- Design own packaging on Purple Mash. Please also send me this work, if you don't do this today please send it when you have done it.
Teams Call - 2pm
Collective Worship- Click on the enrichment page of the website for today's Collective Worship
As ever we would also like you to read for at least 30 minutes and complete your AR quiz and have some physical exercise today – remember extra ideas and information about these are on the home learning tab.
Here are today's activities
English
In this lesson, we will practise extending sentences using joining words. Following shared writing, we will carry on writing the first part of the opening. For this lesson, you will need an exercise book or paper and a pencil. It would also be useful to have your writing from last lesson next to you. Happy writing! Here is today's link-
https://classroom.thenational.academy/lessons/to-write-the-first-part-of-the-opening-part-2-ccr36t
Please could you send me this piece of work today please :)
Maths
Don't forget about doing your 5 sessions on TTRockstars today, I will be checking who has done them! Yesterday 19 of you completed 5 or more sessions! Dojos for Tom, Abbey, Matilda, Lily M, Hannah, Eliza, Harriet, WIlliam, Noah, AIden, Max, Oli, Sam, Billy, Jess, Archie, Lowansa, Edward, Nicholas and Tora. Matilda and Eliza completed 12!!!
Remember if you cant print off the sheet for today's lesson don’t worry, just make sure you write the question number and sum in your book. You can mark your own work when you have finished it by looking on Teams, on the files tab for today's answer sheet.
Year 3
Today Year 3 you are working on; Multiplying by 4
Note for Parents
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)
Video link
→
Aut3.11.4 - Multiply by 4 from White Rose Maths on Vimeo.
←
Worksheet - -Y3-Autumn-Block-3-WO5-Multiply-by-4-2019.pdf-
Extension task- -Year 3 challenge-V317080565.docx-
Year 4
Today Year 4 you are working on; Multiplying and dividing by 9
Note for Parents
![](data:image/png;base64,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)
Over the next few days we are unable to share the usual videos with you. Instead please use the Powerpoint below to refresh your thinking about multiplying and dividing by 6. If you are struggling with the maths though please shout and I can give yousome extra support! Here is a PPT for you to work through, please record your answers for this as well.
-Aut4.12.1-Multiply-and-divide-by-9.pptx-
Worksheet - -Y4-Autumn-Block-4-WO9-Multiply-and-divide-by-9-2019.pdf-
Extension task - -Year 4 challenges-V317080749.docx-
PE
Here is the link to The PE Coach
https://www.youtube.com/channel/UCAxW1XT0iEJo0TYlRfn6rYQ
![The Body Coach Joe Wicks 'wanted by Channel 4 and BBC to host live workout show' - Mirror Online](https://i2-prod.mirror.co.uk/incoming/article21749428.ece/ALTERNATES/s615b/1_The-Body-Coach-Live-PE-Lesson.jpg)
If you fancy a break from Joe Wicks have a go at the personal daily best challenges on the link below. Each activity has a video to explain what you need to do and sets you your challenge. A new one will unlock everyday for you to try.
https://www.harrogatessp.com/physical-activity-personal-best-daily-challenges/
![](https://www.grewelthorpeschool.co.uk/AjaxRequestHandler.ashx?Function=GetSecuredImage&imgUrl=App_Data/grewelthorpeschool_co_uk/Sports_en-GB/_Images_2020-21/sport2.JPG)
DT
Last week we looked at food packaging that we had in our kitchen and hopefully you started thinking about your own packaging ideas. Today you are going to design your own packaging for a food.
1. Have a look at this PPT, which should show you how to use Purple Mash to create your packaging
-DT- Structures.pptx-
2. Plan your work- Here is your planning sheet.
-planning sheet.docx-
3.Once you have completed your plan you need to login to Purple Mash and I have set you a 2Do, or you can search for 2Design & make.
4. Evaluate your work by answering these questions.
What went well?
What was tricky?
Is there anything you would change if you were to do this again?
Any problems just email class3@gfschools.co.uk
See you at 2pm for our teams call. Don't forget to send me your English and DT Work!
Miss Rogers