Question 1
Measure the length of the line AB.
Write your answer in centimetres.
[1]
In the space below, draw a circle with a radius of 6 cm.
[1]
Measure and write down the size of PQR.
[1]
Measure the length of the line AB.
Write your answer in centimetres.
[1]
In the space below, draw a circle with a radius of 6 cm.
[1]
Measure and write down the size of PQR.
[1]
Mai has a box of 60 different beads. There are 40 red beads in the box. Mai chooses a bead at random from the box.
Describe the chance that Mai chooses a red bead.
Circle the correct expression from those given below.
impossible unlikely an even chance likely certain
[1]
Ifan has a box of 12 cakes. There are 6 chocolate cakes and the rest are lemon cakes. Ifan chooses a cake at random from the box.
Describe the chance that Ifan chooses a lemon cake.
Circle the correct expression from those given below.
impossible unlikely an even chance likely certain
[1]
Draw all the lines of symmetry on the following shapes.
[2]
Rectangle A is drawn on the centimetre square grid below.
What is the perimeter of rectangle A?
[1]
What is the area of rectangle A?
Give the units of your answer.
[2]
Write a number in each box to make the following calculations correct.
[2]
The number 283 is multiplied by 10.
What is the value of the 2 in the answer?
Value of the 2 is........
[1]
The number 6518 is divided by 100.
What is the value of the 6 in the answer?
Value of the 6 is........
[1]
Work out the mean of the following numbers.
7 13 10 4 6
[2]
Solve these equations.
Look at the diagram below.
The term in each square in the top two rows is found by using the following rule:
The term in any square is the sum of the terms in the two squares below it.
Some terms are already shown.
Use the rule to write down the missing terms in the three empty squares.
Space for working:
[3]
On the diagram, mark the point P with a cross so that
[2]
Using only the numbers in the following list,
10 11 12 13 14 15 16 17 18 19 20
write down
two prime numbers that have a sum of 32,
The two numbers are………........ …………. and………........ ………….
[2]
a number that is a multiple of both 4 and 6,
[2]
a number that is a factor of 51.
[1]
Circle the correct answer for each of the following.
16 km is approximately equal to
5 miles 8 miles 10 miles 16 miles 32 miles
[1]
4 litres is approximately equal to
4 pints 5 pints 6 pints 7 pints 8 pints
[1]
The table below shows some values of y = x – 3 for values of x from – 4 to 6.
The straight line you have drawn on the graph for values of x from – 4 to 6 is a diagonal of a square.
Write down the coordinates of the four corners of this square.
[2]
A bag contains a number of different coloured balls.
A ball is selected at random from the bag. The probability of selecting a blue ball is 0.3.
There are 50 balls in the bag.
How many of them are blue?
[2]
The nth term of a sequence is given by 2n – 11.
Write down the value of,
Find the whole number that satisfies all of the following conditions.
• It is a whole number between 1 and 100 inclusive. • 10% of the number is greater than 2 but less than 8. • of the number is a square number.
• The number is not a multiple of 4.
[3]
In the diagram below, ABCE is a square whose perimeter is 28 cm. CDE is a right-angled triangle whose area is 35 cm2.
Calculate the length of DE.
You must show all your working.
[4]
Describe fully the single transformation that transforms shape S to shape T.
[3]
The paper as printed
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