WJEC GCSE Mathematics Unit 1: Non-calculator Foundation June 2022 question paper 3300U10-1

Write 2376 correct to the nearest ten.

Add 643 and 8972.

Calculate one fifth of 335.

Subtract 516 from 894.

Using all of the following digits, write down the smallest possible 4-digit number. 7, 1, 5, 2

Tim chooses one letter at random from the word TOMATO.

Describe the chance that Tim chooses the letter T.

Circle the correct expression from those given below.

impossible unlikely an even chance likely certain

Megan chooses one letter at random from the word BANANA.

Describe the chance that Megan chooses the letter A.

Circle the correct expression from those given below.

impossible unlikely an even chance likely certain

Shade the smallest number of squares to make MN a line of symmetry.

Measure and write down the size of angle x.

How much time has passed between 8:30 a.m. and 2:15 p.m. on the same day?

Shade of the shape below.

Simplify 12a 19a 10a.

Solve the following equations.

A sack contains 5·4 kg of potatoes. A second sack contains 3·08 kg of potatoes. A third sack contains 2·2 lb (pounds) of potatoes.

Calculate the total mass of these potatoes.

Give your answer in kilograms.

Calculate each of the following.

3² 2³

124 4

15% of 280

Write 0·3, and 31% in ascending order.

You must show all your working.

Smallest value
Greatest value

Calculate the size of angle x.

You must show all your working.

Find a whole number value of n, so that 7n 9 is a multiple of 4.

You must show all your working.

When n =_........ , 7n 9 is a multiple of 4.

Find a whole number value of n, so that 3n 5 is a prime number.

You must show all your working.

When n =_........ , 3n 5 is a prime number.

A bag contains red balls, green balls and yellow balls. The number of green balls is equal to the number of yellow balls.

Mali picks one ball from the bag at random. The probability that she will pick a red ball is 0·3.

Find the probability that Mali will pick a yellow ball.

A different bag contains 10 balls. Some of the balls in the bag are blue. All the other balls are white. Morgan picks a ball from the bag at random. He says,

Explain why Morgan cannot be correct.

Solve the following equation.

A rectangle and a trapezium are shown below.

The area of the rectangle = 48 m². The width of the rectangle is represented by x. The height of the trapezium is twice the width of the rectangle.

Calculate the area of the trapezium.

You must show all your working.

Write down four whole numbers so that: • they are all between 1 and 15 inclusive • they have a mode of 7 • they have a median value of 8·5 • their mean is 9.

Write your numbers in the boxes below.