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Beech Class Blog!

Keep up to date with all the exciting activities and events happening in Year 2 by following us on our blog.

Page 71

  • Heera's Monday Challenge

    Published 13/07/20, by Charlie Mackinnon

    Wow! What a fantastic challenge Heera. I can see that this has really helped you to extend your understanding of 3D shapes. 

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  • Sai's Wednesday Challenge

    Published 13/07/20, by Charlie Mackinnon

    Sai- what a fantastic piece of engineering. 

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  • Sai's Wonderful Writing

    Published 13/07/20, by Charlie Mackinnon

    What a fantastic piece of narrative Sai. 

     

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  • Sai's Friday Challenge

    Published 13/07/20, by Charlie Mackinnon

    Wow! Sai, we love the way you have approached this problem in a clear and systematic way. 

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  • Monday Challenge: 13th July

    Published 13/07/20, by Charlie Mackinnon

    Skeleton Shapes

     

    Skeleton shapes are made with balls of modelling clay and straws.

    This shows a cube and a skeleton cube:

    How many balls of modelling clay and how many straws does it take to make the cube?

    Here are some piles of modelling clay balls and straws:

    Look at the shapes below and decide which piles are needed to make a skeleton of each shape.

    Extension: Can you make a skeleton shape out of modelling clay and straws?

     

     

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  • Heera's Geometric Tile Design

    Published 10/07/20, by Charlie Mackinnon

    What a great design. We love the way that you have only used a few really simple geometric shapes. However, when you place 6 tiles next to each other it looks really incredible. 

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  • Friday Challenge: 10th July

    Published 09/07/20, by Charlie Mackinnon

    Write each of these digits on a piece of paper and cut them out. 

     

    Draw a place value grid that looks like this:

     

    Place each digit card into a position on the place value grid to create a 3-digit number. e.g. 694

     

    If you use all the digit cards, what is the smallest number you can make?

     

    If you use all the digit cards, what is the largest number you can make?

     

    Can you use a systematic method for working out ALL the possible 3- digit numbers you can make?

     

    Can you arrange them from smallest to largest?

     

    EXTENSION: What happens if you add another digit card- a 5 for example. Does this mean you can make more different 3-digit numbers?  

     

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  • Heera's Water Wheel

    Published 09/07/20, by Charlie Mackinnon

    Heera, we love the water wheel you created. 

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  • Heera's Fantastic Writing

    Published 08/07/20, by Charlie Mackinnon

    Well done Heera, we love this writing. 

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  • Jessica's Wonderful Writing!

    Published 08/07/20, by Charlie Mackinnon

    Wow! Jessica, we love the range of different types of sentence you used. Also, the way you included well punctuated, direct speech was amazing. 

    It sounded just like something Roald Dahl would write. 

     

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