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Mitch Bec Dan
First name _______________________________________________________
Last name _______________________________________________________
School __________________________________________________________
ROUND 3KEY STAGE 2
LEVELS 3–5TEST A
Numeracy Practice TestsCALCULATOR NOT ALLOWED
Copyright © 3P Learning
Test 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 finish 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.
Show your
working. You may
get a mark.
The following test has been designed by 3P Learning to prepare students for the SATS.All questions in this test are replicated from SATS past papers. This test is to be used for revision purposes only.3P Learning does not guarantee that the format of this test is the same as an actual test.
1Copyright © 3P Learning
1
2
1 mark
2
Write in the missing numbers.
+ 45 = 70
6 × = 1801 mark
1b
1 mark
1a
Circle one number in each box to make a total of 2000.
350
450
550
650
700
900
350
450
550
650
2Copyright © 3P Learning
Here is a tile.
The tile is turned.
One of the diagrams below shows the tile after it has been turned.
3
1 mark
3
Tick () the correct diagram.
3Copyright © 3P Learning
Bec has a piece of string 1 metre long.
She cuts off 60 centimetres.
4
Here is part of a number sequence.
The numbers increase by the same amount each time.
445 450 455 460 465
The sequence continues.
540 705 789 1000 2021
5
1 mark
4
1 mark
5
How long is the remaining piece of string?
cm
Circle all of the numbers below that will appear in the sequence.
4Copyright © 3P Learning
Here are three cakes in a shop.6
1 mark
6a
A
£12.25
B
£15.70
C
£18.80
How much does cake A cost to the nearest pound?
How much change does he get from £40?
£
2 marks
6b
Dan buys cake B and cake C.
Show your
working. You may
get a mark.
£
5Copyright © 3P Learning
A group of children flew some kites at a birthday party.
This diagram shows how far some of the kites travelled.
7
1 mark
7a
1 mark
7b
How many kites on the diagram travelled between 25 m and 35 m?
Estimate how far Mitch’s kite travelled.
Party
45 m
35 m
25 m
Mitch’s kite
m
6Copyright © 3P Learning
Dan makes a time line of part of his birthday party.8
1 mark
8b
1 mark
8a
What time does the party start?
am
pm
Arrival time printed on invitation Lunch
Party games
Home time
11:00 am 12:00 am 1:00 pm 2:00 pm 3:00 pm 4:00 pm
What time did the games finish?
The party games lasted for 1 hour.
7Copyright © 3P Learning
A box of popcorn costs £2.85.
Mitch buys a box of popcorn and two ice creams.
He pays £5.65.
9
How much does one ice cream cost?
9
2 marks
Show your
working. You may
get a mark.
8Copyright © 3P Learning
The graph shows the number of sunny days and the number of rainy days in 6 months.
10
20
10
0 January February March April May June
Rainy days
Sunny days
Which months had more rainy days than sunny days?
How many months had more than 16 rainy days?
How many more rainy days than sunny days were there in April?
________________________________________________________________1 mark
10a
1 mark
10b
1 mark
10c
9Copyright © 3P Learning
11
Here are five patterns.12
Calculate 18 × 5 × 6
1 mark
11
For each pattern, put a tick () if it has a line of symmetry. Put a cross () if it does not.
2 marks
12
10Copyright © 3P Learning
Here are two thermometers.
They show two different temperatures.
13
What is the difference between the two temperatures?
1 mark
13
°C
11Copyright © 3P Learning
Here is a grid of regular hexagons.
The shaded shape has an area of four hexagons and a perimeter of 36 cm.
14
1 mark
14
Draw another shape on the grid which has an area of five hexagons and the same perimeter of 36 cm.
2 cm
12Copyright © 3P Learning
15
1 mark
15b
Write one number which fits all three of these statements.
Explain why a number which ends in 9 cannot be a multiple of 4.
It is a multiple of 3.
It is a multiple of 9.
It ends in a 4.
1 mark
15a
13Copyright © 3P Learning
16
17
1 mark
16
Circle all the numbers that are greater than 0.8.
Write the letter of any shapes that have only one pair of parallel sides.
0.6 0.17 0.82 0.9 0.28
Here are some shapes on a grid.
A
CD
B
________________________________________1 mark
17
14Copyright © 3P Learning
A shop sells sweets and stationery.
Bec bought a chocolate bar and a pen. She paid £1.10.
Dan bought a chocolate bar and 2 pens. He paid £1.35.
18
Calculate the cost of a chocolate bar.
2 marks
18
Show your
working. You may
get a mark.
15Copyright © 3P Learning
Here is a rectangle on x and y axes.19
For each of the points below, put a tick () to show if it is inside the rectangle or outside the rectangle.
Inside the Outside the rectangle rectangle
(60, 55)
(50, −5)
(−15, 20)
(−40, −20)
y
x
50
−10
−30 70
2 marks
19
16Copyright © 3P Learning
20
Two pencils have the same length as five erasers.21
2 marks
20
2 marks
21
Calculate 192 ÷ 12
How many erasers will have the same length as 70 pencils?
Show your
working. You may
get a mark.
Show your
working. You may
get a mark.
17Copyright © 3P Learning
A rectangular prism has shaded shapes on three of its faces.
Below is a net of a rectangular prism.
22
1 mark
22
Draw in the two missing shaded shapes.
18Copyright © 3P Learning
Here are two spinners, A and B.
Bec spins the pointer on each spinner.
She adds her two scores together.
23
The first one has been done for you.
Certain Possible Impossible
The total will be more than 20.
The total will be an odd number.
The total will be more than 4.
The total will be more than 10.
For each statement, put a tick () to show if it is certain, possible or impossible.
4
8
10
6
2
8
4
6
2 marks
23
19Copyright © 3P Learning
Part of this number line is shaded.24
Dan draws a right angle triangle.
He says,
‘One angle is 90° and the other two are obtuse.’
25
1 mark
25
1 mark
24
Circle all the numbers below that belong in the shaded part of the number line.
2 3 4
3.8 3.1 325 3.5
Explain why Dan cannot be correct.
Show your
working. You may
get a mark.
END OF TEST