Thursday 21st January
14 Jan 2021
Good morning Class 3!!
I hope you are all okay.
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Today looks like this:
English BFG - Looking at the second part of the opening
Maths - Multiplication & TT practice
Computing- Making a poster
French- Revising numbers up to 20- Please can you send me this work today.
Teams Call - 2pm- You will need a piece of paper, pen/pencil, a book/placemat to lean on and your maths work, we will mark this on the call.
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
Well done to everyone who sent me their work yesterday I was really impressed with your writing, keep up the hard work today!
In this lesson, we will watch and order the second part of the opening. We will also look at ways to show not tell. Following shared writing, we will write the second part of the opening. For this lesson, you will need an exercise book or paper and a pencil. Happy writing! Here is today's link
https://classroom.thenational.academy/lessons/to-write-the-second-part-of-the-opening-part-1-crtk4c
Maths
Don't forget about doing your 5 sessions on TTRockstars today! Dojos were given to Tom, Abbey, Matilda, Hannah, Eliza, Harriet, William, Aiden, Sam C, Sam B, Billy, Jess, Izzy, Oliver, Archie, Edward, Nicholas, Tora and Lily D for completing at least 5 sessions on TTRockstars yesterday. Extra well done to Abbey for doing 10 sessions.
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; Dividing by 4
Note for Parents
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)
Video link
→
Aut3.11.5 - Divide by 4 from White Rose Maths on Vimeo.
←
Worksheet - -Y3-Autumn-Block-3-WO6-Divide-by-4-2019.pdf-
Extension task -
-Year 3 challenge TH.docx-
Year 4
Today Year 4 you are working on; The 9 times table and division facts
Note for Parents
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)
Like yesterday there is no video link today, but here is the PPT-
-Aut4.12.2-9-times-table-and-division-facts.pptx-
Worksheet - -Y4-Autumn-Block-4-WO10-9-times-table-and-division-facts-2019.pdf-
Extension task - -Year 4 challenges TH.docx-
Computing
In computing today you are going to make a poster. You can make it using any program you want, I would suggest Word or Powerpoint, but if you have one you would prefer to use that's fine. I know we have been on the computer a lot this week, but DT next week isn't computer work and tomorrow afternoon doesn't need to be done on the computer either.
View this PPT -Making a Poster.ppt-
Then draw a plan for your poster. -Planning your poster.docx-
Next step is to have a go at creating your own poster.
Then evaluate and annotate your work.
French
Bonjour!
C'est Madame Hebblewhite!
I will be posting videos/activities and worksheets
for you to have a go at in French.
We will be practising the words and phrases that you learnt with Miss Rogers in Autumn term.
This week, we will look at numbers. On y va! (let's go!).
Can you remember your numbers to 20? How far can you count?
You can practise by joining in with the video-slideshow below- you don't need to sign in, just click on the play triangle.
Yesterday was Max Jeffery's birthday, Happy Birthday sorry for missing it yesterday Max. I hope you had a lovely day!!
Any problems just email class3@gfschools.co.uk
See you at 2pm for our teams call. Don't forget to send me your French work.
Miss Rogers