Week 56 · Maths Practice Paper

Work out 5378 + 2947

Work out 8213 − 3647

Work out 3617 × 8

Work out 5928 ÷ 6

Work out 49 of 117

Write down the next number in the sequence. 76, 68, 60, 52, ___

Write a number in each box to complete the statements.

Which number is two hundred less than five thousand and forty?

Write the missing sign ( =, < or > ) in the box. 16 × 4 ___ 9 × 7

The temperature inside a greenhouse is 11°C and the temperature outside is −6°C. How many degrees warmer is it inside than outside?

A regular decagon (10-sided shape) is divided into 10 equal triangles, meeting at its centre, like a pie.

Maya's train to Leeds was scheduled to leave at 10:15 and to arrive at 11:05. However, the train left 6 minutes late and then took 53 minutes. At what time did Maya arrive?

Which number between 90 and 120 is a multiple of both 4 and 9?

Omar thinks of his favourite number. He multiplies it by 4, subtracts 7, and gets 29. What was his favourite number?

(a) When Farah calls out a number, Priya multiplies it by 4 and then subtracts 6, and writes down the result.

Hana has five number cards: 2, 3, 4, 5, 6. The cards can be placed together to form a number. For example, using three cards the smallest 3-digit multiple of 3 that can be made is 234.

The information on a pack of 'Chicken Curry' is shown per 100 g: Protein 12 g, Carbohydrate 20 g, Fat 6 g, Fibre 3 g, Salt 0.4 g.

Mrs Ahmed asked all the children in Year 7 whether they play hockey. Class 7A: 16 play, 26 total. Class 7B: 18 do not play. Overall: 28 do not play, 54 total.

It is known that 236 × 145 = 34,220. Use this calculation to work out:

In a magic square the sum of the numbers in each row, column and diagonal is the same. Complete the magic square below (it uses each of the numbers 1 to 16 once).

Nasreen buys a box containing a selection of three types of biscuit. There are 10 chocolate biscuits. A third of the other biscuits are shortbread. There are 16 jaffa cakes.

In a box of shapes there are 4 times as many hearts as stars, and 3 times as many moons as hearts. If there are 60 hearts, how many shapes are there altogether?

Which bus takes the shortest time from Denby to Fairfield, and by how many minutes? Bus X: departs 9:15, arrives 10:42. Bus Y: departs 9:50, arrives 11:05.

Nadia's marks on five mental arithmetic tests are: 14, 17, 11, 16, 22. What is her mean (average) mark?

A number line runs from 30 to 34, split into 20 equal small divisions (each worth 0.2). An arrow points to the 7th small division after the 31 mark. What number is the arrow pointing to?

A parallelogram (which is not a rectangle) has area 12 cm² and a base of 4 cm. What is its perpendicular height?

Which is more likely: rolling a multiple of 3 with a fair six-sided die, or drawing a heart from a standard 52-card deck?

A shape has vertices at (2,1), (5,1), (5,3), (3,3), (3,5) and (2,5). Reflect it in the line y = x. Give the reflected coordinates.

In a long jump competition, the distances jumped were: Grace 1.85 m, Holly 1.5 m, Ivy 0.7 m, Jade 1.65 m, Kira 1.15 m.

Penny places 5p coins, touching, in a straight line. She hopes to make a line of coins measuring 500 metres. A 5p coin has a diameter of 20 mm.

Zara was born on 14 March 2005 and her mother, Farah, was born on the same date 24 years earlier.

Six girls took a maths test. Their marks were: 19, 21, 12, 7, 15, 21. Zoe's mark was 8 more than Yara's mark and 6 less than Wren's mark.

Leah checks the time when she sets off on her journey to school: her clock's hour hand points exactly halfway between 7 and 8, and its minute hand points exactly at the 6.

The diagram shows information about girls in Year 7 who play netball and/or hockey: netball & hockey: 10, netball & not hockey: 8, not netball & hockey: 6, not netball & not hockey: 6.

The diagram shows two squares: a larger square with perimeter 24 cm, and a smaller square drawn inside it by joining the midpoints of its sides. What is the area of the smaller square?

Bertie the Bee flies in straight lines from P, 12 cm to Q, and then from Q to R, which is 12 cm due south of P.

A matchbox measures 2 cm high, 3 cm wide and 6 cm long.

A rhombus is drawn on a grid with vertices at (2,5), (5,9), (8,5) and (5,1). Three points are listed: X (5,2), Y (5,10), Z (3,4). Write the letter names of the points that lie inside the rhombus.

To convert ounces and pounds to kilograms: 16 ounces = 1 pound, 2.2 pounds = 1 kg. A newborn panda cub weighs about 40 ounces. Which of these gives the best approximation of its mass in kilograms: 0.5 kg, 1 kg, 1.5 kg, 2 kg, 2.5 kg, or 3 kg?

A sequence of patterns is made from small squares arranged in a bigger square. Pattern n has n² small squares, perimeter 4n, and (n+1)² dots.

Two icebergs, X and Y, are floating in the ocean. On 1 January, iceberg X weighs 5 tonnes (5000 kg) but loses 40 kg every day.

In a tower of bricks, the number on a brick is found from the two bricks supporting it.

A number machine works to the rule 'cube each digit and then add the cubes together'. For example, input 25 gives output 133 (2³ + 5³ = 8 + 125 = 133).

Nadia has three spinners, X, Y and Z, each with 4 sections.

A bird has 2 legs, a cat has 4 legs, an insect has 6 legs, and a spider has 8 legs. Priya looks at some animals and counts all their legs — she counts 50 legs. There are 3 times as many birds as spiders, and 3 times as many cats as insects.

Tia adds three consecutive prime numbers: 5 + 7 + 11 = 23. She notices the sum of three consecutive primes often gives another prime number.