289982 KS2Ma 2009 081212 v0.0 Howitts - Mr Barton Maths

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Test A Calculator not allowed First name Last name School LEVELS 3–5 KEY STAGE 2 Ma 2009 Mathematics test For marker’s use only Page Marks 5 7 9 11 13 15 17 19 21 23 TOTAL

Transcript of 289982 KS2Ma 2009 081212 v0.0 Howitts - Mr Barton Maths

Test ACalculator not allowed

First name

Last name

School

LEVELS

3–5

KEY STAGE

2

Ma20

09Mathematics test

For marker’s use onlyPage Marks

5

7

9

11

13

15

17

19

21

23

TOTAL

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AmirLaraStefan

These three children appear in some of the questions in this test.

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Instructions

You may not use a calculator to answer any questions in this test.

Work as quickly and as carefully as you can.

You have 45 minutes for this test.

If you cannot do one of the questions, go on to the next one.

You can come back to it later, if you have time.

If you fi nish before the end, go back and check your work.

Follow the instructions for each question carefully.

This shows where you need to put the answer.

If you need to do working out, you can use any space on a page.

Some questions have an answer box like this:

For these questions you may get a mark for showing your working.

Showyour working.You may get

a mark.

3

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4

Circle the time that is 30 minutes before midnight.

12:30am 12:30pm

11:30am 11:30pm 3am 1

1 mark

1

Here are four digit cards.

4 6 2 7

Use all four digit cards to make this sum correct.

+ = 100 2

1 mark

2

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Stefan makes this design on a square tile.

He turns the tile.

Put a tick ( ) on the tile below that has the same design as Stefan’s tile.

3

1 mark

3

5 Total out of 3

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6

In this diagram the rule is

‘double the number in the square and add the number in the triangle to make the number in the circle’.

70

40

15

Use the same rule to write in the missing numbers below.

15

35

150

10

4

4a

1 mark

4b

1 mark

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7 Total out of 4

This table shows where 100 people went on holiday in 2007 and 2008.

2007 2008

Spain 18 26

England 38 17

Scotland 21 13

Wales 19 28

USA 4 16

Look at the table.

How many more people went to Wales than to Scotland in 2008?

5a

1 mark

Which country had the greatest increase in visitors from 2007 to 2008?

5b

1 mark

5

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8

One battery weighs the same as 60 paperclips.

One pencil sharpener weighs the same as 20 paperclips.

How many pencil sharpeners weigh the same as one battery?

6a

1 mark

How many paperclips weigh the same as 2 batteries and 4 pencil sharpeners together?

Showyour working.You may get

a mark. 6bi

6bii

2 marks

6

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Calculate 48 ÷ 3

7

1 mark

7

Draw the reflection of the shaded shape in the mirror line.

mirror line

8

1 mark

8

9 Total out of 5

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10

A fraction of each shape is shaded.

Match each fraction to the correct place on the number line.

One has been done for you.

0 1

9

1 mark

9

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This graph shows the age of players at a football club.

2

0

Age in years

4

6

8Numberof players

10

12

14

21-25 26-30 31-35 36-40 41-4516-20

How many players are aged 30 or younger?

10a

1 mark

A player aged 36 and a player aged 39 join the club.

Add this information to the graph above. 10b

1 mark

10

11 Total out of 3

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12

Amir and Lara buy some fruit.

grapes

£2.50for 1 kilogram

peaches

£1.99for a box

pineapples

£1.40each

Amir buys 2 pineapples and a box of peaches.

How much does he pay?

£ 11a

1 mark

Lara buys half a kilogram of grapes and one pineapple.

How much change does she get from £5?

Showyour working.You may get

a mark.

£

11bi

11bii

2 marks

11

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13 Total out of 4

Amir says,

‘All numbers that end in a 4 are multiples of 4’.

Is he correct?Circle Yes or No. Yes / No

Explain how you know.

12

1 mark

12

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14

Here are six quadrilaterals with their mathematical names.

square parallelogram rhombus

oblong trapeziumkite

Lara chooses one of the quadrilaterals.

She says,

‘It has two acute angles.All four sides are the same length’.

Which quadrilateral did Lara choose?

13a

1 mark

Stefan chooses one of the quadrilaterals.

He says,

‘It has more than one obtuse angle.It has no parallel sides’.

Which quadrilateral did Stefan choose?

13b

1 mark

13

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15 Total out of 4

Circle two decimals that have a difference of 0.5

0.2 0.25 0.4 0.45 0.6 0.7514

1 mark

14

Each of these cards has two numbers on it.

6

4

1

7

5

7

3

5

6

2

6

6

Stefan chooses one card without looking.

He adds the two numbers together.

What is the most likely total of the numbers on his card?

15

1 mark

15

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900ml

300ml

600ml

900ml

300ml

600ml

This container has900 millilitres ofwater in it.

Lara pours outsome water so thatit looks like this.

How much water has Lara poured out?

ml 16a

1 mark

Then she pours out another 150ml of water.

Draw an arrow ( ) to show the new level of the water.

900ml

300ml

600ml

16b

1 mark

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17 Total out of 4

Amir has three parcels.

Parcels A and B together weigh the same as parcel C.

ACB

The three parcels weigh 800 grams altogether.

Parcel A weighs 250g.

How much does parcel B weigh?

Showyour working.You may get

a mark.

g

17i

17ii

2 marks

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Write all the numbers between 50 and 100 that are factors of 180

18i

18ii

2 marks

18

Calculate 602 × 57

Showyour working.You may get

a mark.

19

19i

19ii

2 marks

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Lara has some identical rectangles.

They are 7 centimetres long and 2 centimetres wide.

7cm

2cm

She uses five of her rectangles to make the large rectangle below.

What is the perimeter of the large rectangle?

cm 20a

1 mark

What is the area of the large rectangle?

cm220b

1 mark

20

Notactual size

19 Total out of 6

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20

40 children predicted who would win the boys’ race at sports day.

This pie chart shows their predictions.

Tom5%

Jack

Amir

Stefan

What percentage of the children predicted that Stefan would win?

% 21a

1 mark

10 children predicted the winner of the race correctly.

Who won the race?

Explain how you know.

21b

1 mark

21

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Two of the fractions below are equivalent.

Circle them.

23

610

912

1015

1620

22

1 mark

22

ABCD is a rectangle drawn on coordinate axes.

The sides of the rectangle are parallel to the axes.

A E

0

D

B

C

(14, –4)

(–10, 8)

y

x

What are the coordinates of D and E?

D is ( , ) 23a

1 mark

E is ( , ) 23b

1 mark

23

21 Total out of 5

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This design has one large square and two identical small squares.

The design measures 36 centimetres by 28 centimetres.

28cm

36cm

Calculate the length of a side of the large square.

Showyour working.You may get

a mark.

cm

24i

24ii

2 marks

24

Notactualsize

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End of test

23 Total out of 2

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QCA/09/3773 (Pupil pack) © Qualifications and Curriculum Authority 2009 QCA/09/3768 (Mark schemes pack) 289982

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