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KeyStage2Maths. Solve one-step money addition and subtraction problems £1.90 £2.40 74p £1.38 £1.75 and 15p 80p £2.25 Add three amounts of money £3.48 £18.85 £2.45 milk and melon £4.45

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Page 4: simonrigelsford.files.wordpress.com · Web view2 m 60 cm or 260 cm or 2.6 m 160 cm 19 cm 1.5 m 110 cm Solve problems involving units of length, including millimetres Note: Questions

KeyStage2Maths.com

Identify coins of a given value50p and 10p 50p and 5p

or 20p, 20p, 10p and 5p

4 20p coins and 2 10p coins £1, 20p, 20p, 10p, 10por 50p, 50p, 20p, 20p, 20por 50p, 50p, 50p, 5p, 5p

20p, 20p, 20p, 10p, 10p, 10p, 10p 10

50p, 20p, 10p, 10p, 10p

Page 14: simonrigelsford.files.wordpress.com · Web view2 m 60 cm or 260 cm or 2.6 m 160 cm 19 cm 1.5 m 110 cm Solve problems involving units of length, including millimetres Note: Questions

KeyStage2Maths.com

Find area by counting squaresNote: Questions have been scaled down, so measurements given in cm are not to scale.

B 15 cm²

18 cm² He could have counted the number of triangles that are shaded.

any shape drawn with 6 triangles on the inside of the shape

11 squares

Page 15: simonrigelsford.files.wordpress.com · Web view2 m 60 cm or 260 cm or 2.6 m 160 cm 19 cm 1.5 m 110 cm Solve problems involving units of length, including millimetres Note: Questions

KeyStage2Maths.com

Draw shapes of a given area or side lengthNote: Questions have been scaled down, so measurements given in cm are not to scale.

rectangle drawn with sides of 4 cm and 3 cm or 6 cm and 2 cm

rectangle drawn with longer sides of 6 cm

rectangle drawn with sides of 5 cm and 2 cm or 10 cm and 1 cm

many possible answers (drawn in any position on the grid)

Compare and calculate times

Page 19: simonrigelsford.files.wordpress.com · Web view2 m 60 cm or 260 cm or 2.6 m 160 cm 19 cm 1.5 m 110 cm Solve problems involving units of length, including millimetres Note: Questions

KeyStage2Maths.com

Calculate time from information given in tables10:45

1:15

1 hour 25 minutes

12:10

23 minutes 10:20

3

2 hours 5 minutes

18:15

3:25pm

2:45pm

£1.70

any explanation which recognises that Dan could have paid £1.00 for 2-3 hours and Mark 50p for 1-2 hours with Dan only staying for 10 minutes longer

Calculate time in the context of races