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Worksheets

Mock-Math-Mar-2025

Total questions: 50

Worksheet time: 25mins

Name
Class
Date
1.

Jen writes out the first 12 square numbers. Which digit from 1 to 9 does Jen NOT write?

a)

2

b)

3

c)

5

d)

7

e)

9

2.

One side of an equilateral triangle is 12 cm. How many smaller equilateral triangles of side length 6 cm can fit into the larger triangle with no overlapping?

a)

2

b)

3

c)

4

d)

5

e)

6

3.

What is the next term in this sequence? 2, 5, 10, 17, 26, ...

a)

39

b)

35

c)

36

d)

50

e)

37

4.

Akanksha picks up 31 packs of crisps in a shop. They individually cost 70p each, but there is an offer of 'Buy 2, Get 1 free'. How much will she be charged for the crisps?

a)

£15.40

b)

£14.70

c)

£16.10

d)

£14.50

e)

£16.80

5.

The black dot at (-3, 3) is reflected in the x-axis and then translated 5 squares to the right and 2 squares up. What are the new coordinates of the black dot?

a)

(2, -1)

b)

(3, -1)

c)

(3, 1)

d)

(2, 1)

e)

(1, -2)

6.

Vivaan is building a fence around the edge of his garden, shown below. The material for the fence costs £3 per metre.

How much will his fence cost?

a)

£32

b)

 £69

c)

 £196

d)

 £9.6

e)

 £96

7.

What is the value of 2.7 × 100 ÷ 0.009?

a)

3

b)

30

c)

300

d)

3000

e)

30 000

8.

The weight of 1 ml of water is 1 g. An empty jug that weighs 1.45 kg has some water from a bottle poured into it. When a further 520 ml of water are added to the jug from the tap, it weighs twice as much as when empty. How many litres of water were added to the jug from the bottle?

a)

1.2

b)

0.93

c)

0.88

d)

1.155

e)

1.005

9.

A square of area 16 cm² and a square of area 9 cm² are positioned along the two shortest sides of a right-angled triangle, as shown. What is the area of the shaded triangle?

a)

12 cm²

b)

10 cm²

c)

72 cm²

d)

6 cm²

e)

20 cm²

10.

B is a positive integer. What must be the value of B to make this algebraic calculation correct? 3B - 10 = 5

a)

2

b)

5

c)

6

d)

10

e)

4

11.

How many fifths are there in 20.4?

a)

160

b)

80

c)

4.08

d)

4.8

e)

102

12.

The diagram shows a parallelogram divided in half. What is the size of angle a ?

a)

30°

b)

55°

c)

40°

d)

45°

e)

60°

13.

Simon calculates the length of the coastline around mainland Great Britain to be 11,023 miles. Using 8 km = 5 miles, how many km is the coastline to the nearest 1000 km?

a)

15,000

b)

7,000

c)

20,000

d)

17,000

e)

18,000

14.

Which one of the numbers below has factors that all add up to a total of 24?

a)

20

b)

15

c)

12

d)

18

e)

10

15.

David says, "It is my birthday tea in exactly 1,000,000 seconds." If it is 05:00 on Monday now, on what day of the week is David's birthday?

a)

Friday

b)

Saturday

c)

Sunday

d)

Monday

e)

Tuesday

16.

What number should go in the empty box to make the calculation correct?

a)

4

b)

6

c)

2

d)

8

e)

5

17.

There are 3 identical packets of pasta. Five-sixths of the first packet are used. 70% of the second packet is used. 0.85 of the third packet is used.

If the remains of each bag are then combined, what fraction of a whole bag is there altogether?

a)

7/10

b)

23/40

c)

18/25

d)

37/60

e)

13/30

18.

Which one of the following is equivalent to the expression 5p + 3f + 7 + 6f - (4 + p)?

a)

9f + 3 + 4p

b)

9f + 11 + 6p

c)

3f + 3 + 6p

d)

6f + 3 + 6p

e)

9f + 11 + 4p

19.

Arrange the exterior angles shown in DESCENDING order. Assume that the pentagon, hexagon and octagon are regular.

Answer 1tAnswer 2Answer 3Answer 4Answer 5

a)

p,s,q,r,

b)

p,t,r,q,s

c)

p,q,r,s,t

d)

t,s,r,q,p

e)

p,q,s,r,t

20.

The following shape is made up of 12 identical right-angled triangles.

The height of each triangle is half the length of the base.

What is the area of one of the triangles?

a)

16 cm²

b)

12 cm²

c)

32 cm²

d)

4 cm²

e)

24 cm²

21.

Bea has a bag of 5 p and 50 p coins. The total value of the 50 p pieces is 12 times the total value of

the 5 p pieces.

What is the minimum total number of coins in the bag?

a)

15

b)

30

c)

32

d)

11

e)

111

22.

It takes 4 men 18 days to clear 1200 m² of woodland. How many days will it take 12 men to clear 2400 m²

of woodland?

a)

21

b)

22

c)

12

d)

24

e)

16

23.

Paula runs for 10 km at a rate of 12 km/h, and then walks for

5 km at a rate of 3 km/h.

What was Paula’s mean speed over the 15 km?

a)

6 m/h

b)

12 km/h

c)

26 km/h

d)

16 km/h

e)

6 km/h

24.

Between which times was the decrease in temperature

the smallest?

a)

09:30–09:40

b)

09:40–09:50

c)

10:00–10:10

d)

10:10–10:20

e)

10:20–10:30

25.

Mabel was born in 1900. Mabel had exactly 3 daughters and no sons. Each of Mabel's daughters also had 3 daughters and no sons.

Each of Mabel's granddaughters also had 3 daughters and no sons.

Each of Mabel's great granddaughters also had 3 daughters and no sons. How many female descendants did Mabel have at this point?

a)

27

b)

81

c)

45

d)

120

e)

110

26.

Which number is exactly half-way between 4.19 and 3.81 ?

a)

4.1

b)

3.9

c)

4

d)

0

e)

4.09

27.

The perimeter of a rectangular floor title is 128cm.The title is three times as long as it is wide. Find it's length .

a)

48 m

b)

48 cm

c)

24 cm

d)

5.4 cm

e)

8 cm

28.

Ria has a job delivering leaflets to houses. She estimates that the job will take her 25 minutes to walk to the first house, then 1 minute for every leaflet she delivers, then another 20 minutes to walk home after delivering the final leaflet.

Which of the following expressions could Tia use to calculate the total time for the job, in minutes, if she delivers n leaflets?

a)

25 + 20n

b)

45 − n

c)

25 n + 20

d)

25 + n

e)

45 + n

29.

An arcade gives out green tickets and blue tickets as prizes. Prize money (£C) is calculated using the formula C = 4g + 1.5b, where g is the number of green tickets and b is the number of blue tickets.

Azi had 25 green tickets and wins £112 in total. How many blue tickets did she have?

a)

12

b)

18

c)

8

d)

22

e)

6

30.

The shape below is made from two identical rectangles.

What is the perimeter of the shape?

a)

38 cm²

b)

28 cm

c)

38 cm

d)

33 cm

e)

41 cm

31.

Ryan has made this pyramid out of four identical isosceles triangles and a square. He is painting the outside of the shape. What area will he have to paint?

a)

 23 cm2

b)

 33 cm2

c)

 38 cm2

d)

 33 cm

e)

 40 cm2

32.

This pictogram shows the number of eggs laid at a farm in the first three months of the year. 80 eggs were laid in February.

How many more eggs were laid in March than in January?

a)

50

b)

60

c)

20

d)

32

e)

67

33.

Ema has run a total distance of 168 km over a 12 week period.
How far does she run each day if she runs the same distance each day?

a)

2 m

b)

14 km

c)

20 km

d)

2 km

e)

12 km

34.

On Saturday April 23rd, Claire’s father tells her that it is 6 weeks until they go on holiday. They are going on holiday on a Saturday. What date will this be?

a)

1st June

b)

2nd June

c)

3rd June

d)

4th June

e)

5th June

35.

Find two common multiples of 8 and 12 between 1 and 50 . Then, determine the sum of these two numbers.

a)

48

b)

24

c)

42

d)

87

e)

72

36.

Find the area of the lawn

a)

30 m

b)

60 m²

c)

21 m²

d)

36 m²

e)

30 m²

37.

What is the value of A?

a)

440

b)

500

c)

460

d)

480

e)

520

38.

Priya receives £2000 pay each month.

The pie chart shows how Sally spends her pay.

How much money does she spend on hobbies?

a)

2000

b)

200

c)

500

d)

360

e)

120

39.

5C + 6 = 30 – 4

What is the value of C?

a)

2

b)

3

c)

5

d)

4

e)

6

40.

How many eighths are there in the fifth square number?

a)

160

b)

3 r 1

c)

3.3

d)

200

e)

80

41.

At 17:50, a television programme is halfway through.

At 18:10, the programme has 10% left to run.

At what time did the programme start?

a)

17:15

b)

17:10

c)

17:20

d)

17:30

e)

17:25

42.

The following diagram shows an isosceles trapezium.

What is the size of angle a?

a)

95°

b)

60°

c)

85°

d)

70°

e)

75°

43.

What is the value of 4H?

a)

30

b)

90

c)

80

d)

64

e)

120

44.

The prices of items in a sweet shop are shown in the table below. Some data is missing.

A total of 125 items cost less than £1. How many items are in the 50p‑99p price range?

a)

90

b)

65

c)

53

d)

39

e)

48

45.

What is 10.56 kg rounded to the nearest 100 g?

a)

16100 g

b)

1600 g

c)

107 000 g

d)

10 600 g

e)

1560 g

46.

A cuboid has square ends of side length 2 cm.

If the total surface area of the cuboid is 128 cm2, what is

the volume of the cube?

a)

45 cm³

b)

60 m³

c)

60 cm

d)

160 cm³

e)

60 cm³

47.

Find x given -9x + 1 = -41 -3x

a)

6

b)

8

c)

14

d)

17

e)

7

48.

Simplify the expression:

8p + 3q - 5r - p - 4q + q

a)

7p

b)

0

c)

p + 2q - 5r

d)

7p + 5r

e)

7p - 5r

49.

James has made a formula to calculate his grandfather`s age.

He is told that his grandfather is 3 years less than 7 times his age.

Given g = Grandfather`s age, and j = James`s age, which equation should James use to calculate his grandfather`s age?

a)

g = 3j - 7

b)

g = 7j + 3

c)

g = 26j - 3

d)

g = 6j - 4

e)

g = 7j - 3

50.

A spinner is just as likely to land on any sector of the board that it is on. The sectors are numbered 2, 6, 7, 12 and 15.

When spun once, what is the probability of the spinner landing on a number that is a MULTIPLE of 3 ?

a)

1

b)

3

c)

1/5

d)

2/5

e)

3/5