Name :
1.
Circle all the fractions that are equivalent to 0.35
[2]
2.
3.
A boy spends ¼ of his money on sweets and ⅓ on computer games.
Which fraction of his money does he not spend?
………….………………………
[1]
………….………………………
[1]
………….………………………
[1]
………….………………………
[1]
………….………………………
[1]
a) Work out 18.6 x 7
b) Work out 177 ÷ 20
Give your answer as a mixed number.
4.
Write down the whole number that is the best estimate for
a)
b)
Level 7 : Maths Paper 1
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Name :
5.
a) A bottle contains 250 millilitres of lemonade.
Work out how many litres of lemonade there are in 6 of these bottles.
………….……………………… litres
[1]
b) Jenny has a suitcase with a mass of 18.1 kg and a handbag with a mass of 800 g.
Work out the total mass of Jenny’s suitcase and handbag in kilograms.
6.
………….……………………… kilograms
[1]
y = ………….………………………
[1]
x =………….………………………
[1]
Here is a formula.
y = 8x
Use this to calculate
a) y when x = 30
b) x when y = 56
7.
Complete these statements.
a) 35% of 60 = ……………….
[1]
b) 25% of ……………….. = 20
[1]
Level 7 : Maths Paper 1
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Name :
8.
Write as a single fraction.
………….………………………
9.
The diagram shows the net of a cuboid.
The areas of some of its faces are shown.
The side lengths of the cuboid are all whole numbers.
Complete the diagram to show the missing side lengths of the cuboid and the areas of
the other faces.
10.
[1]
[3]
The graph of 2x + 4y = 15 is a straight line.
Work out the gradient of the line.
………….………………………
Level 7 : Maths Paper 1
[1]
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Name :
11.
Six points are shown on the coordinate grid.
Write down the coordinates of the point where the perpendicular bisector of AC meets
the bisector of angle BFE.
12.
(……………….., ………………..)
[2]
………….………………………
[1]
………….………………………
[1]
Bobbie scores m marks in a test.
a) Dan scores two marks less than Bobbie.
Write down an expression for Dan’s mark in terms of m.
b) Georgia scores three times as many marks as Bobbie.
Level 7 : Maths Paper 1
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Name :
13.
Complete the boxes in this diagram.
[2]
14.
16 can be written as a power of 2
16 = 2⁴
a) Write 1 as the power of 2.
………….………………………
[1]
………….………………………
[1]
b) Write ⅛ as a power of 2
15.
A tap fills a container with water at a rate of 0.25 litres per second.
It takes 7½ minutes to fill the container from empty.
Work out the amount of water in the full container.
………….……………………… litres
Level 7 : Maths Paper 1
[2]
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Name :
16.
These quadrilaterals are congruent.
a) Write down the side of quadrilateral EFGH that must be 10 cm long.
………….………………………
[1]
x =………….………………………
[2]
………….………………………
[1]
………….………………………
[3]
b) Work out the value of x.
17.
18.
The exterior angle of a regular polygon is 72°.
Work out the number of sides of this polygon.
In an exam ⅖ of the students get grade A.
35% of the students get grade B.
The rest of the students get grade C.
10 students get grade C.
Work out the number of students who get grade A.
Level 7 : Maths Paper 1
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Name :
19.
Erik makes a sequence of patterns using tiles.
He records how many tiles are used for each pattern number.
a) Complete the table.
[2]
b) Erik finds a rule connecting the pattern number and the number of tiles.
Circle the correct rule.
t=p+7
20.
t = 6p – 1
t = 7p + 1
t = 7p – 6
[1]
The distance from the Earth to the Sun is 92 868 000 miles.
Write this distance correct to 3 significant figures.
………….……………………… miles
21.
[1]
The table shows hourly rates of pay in a factory.
Day rate
Night Rate
$7.20 per hour
$8.80 per hour
Sanjit works for 6 hours during the day on Monday and for 5 hours on Tuesday night.
Calculate how much money Sanjit earns altogether.
$………….………………………
Level 7 : Maths Paper 1
[2]
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Name :
22.
Part of a train timetable is shown below,
Windermere
13 45
14 17
14 44
15 17
Staveley
13 53
14 25
14 52
15 25
Burneside
13 57
14 29
14 56
15 29
Kendal
14 02
14 34
15 01
15 34
Oxenholme
14 06
14 38
15 05
15 38
Grace wants to travel from Staveley to Kendal.
She arrives at Staveley station at 14 30
a) How long will she have to wait for the train?
………….……………………… minutes
[1]
b) How long will the train journey take from Staveley to Kendal?
………….……………………… minutes
[1]
c) Sam arrived at Kendal on the train that left Windermere at 14 17.
How long does he need to wait at Kendal until Grace arrives?
23.
………….……………………… minutes
[1]
………….……………………… years
[3]
A baby elephant has a mass of 105 kg.
The elephant increases in mass by 95 kg per year.
Work out how many years it will take for the
Elephant’s mass to increase to 2 tonnes.
Give your answer to the nearest year.
Level 7 : Maths Paper 1
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Name :
24.
Look at the diagram below.
a) Write down the co-ordinates of the point B.
(……………….., ………………..)
[1]
b) The triangle ABC is reflected in the line x=1 to give a new traiangle PQR.
Draw the new triangle PQR on the diagram above.
………….………………………
Level 7 : Maths Paper 1
[2]
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