Question bank Primary Checkpoint 2025

Write a number in the box to make this statement correct.

$\dfrac{\square}{100} = 0.25$

Here are the first four terms of a sequence.

The sequence continues in the same way.

1, 4, 9, 16

Write the 8th term of this sequence.

The mass of a chair is 30 kilograms.

The mass of a bookcase is $\frac{5}{3}$ of the mass of the chair.

Calculate the mass of the bookcase.

______ kilograms

A shopkeeper records the number of umbrellas she sells each month.

The bar charts show the data for two different time periods of three months.



The shopkeeper says, ‘I sell the same number of umbrellas in period 1 as I sell in period 2.’

The shopkeeper is **not** correct.

Explain how you know **without** calculating the number sold.

Here are some numbers.

11.50 11.55 10.05 10.95 11.05

Write these numbers in order of size, starting with the smallest.

Draw a ring around **each** of the diagrams that are a net of a closed cube.



(The diagrams are in three rows: top left, top right, middle left, middle right, bottom left, bottom right.)

A bag contains 5 green sweets, 3 yellow sweets and 2 pink sweets.

Chen picks a sweet from the bag.

Complete the sentence.

The chance that Chen picks a yellow sweet is ______ out of ______ .

Insert **one** pair of brackets to make the calculation correct.

$25 + 5 \times 2 = 60$

**(a)** Here is a drawing of a house.



Measure the angle at the top of the house.

Write your answer in the box. ______°

**(b)** Here is a drawing of a different house. *Not drawn to scale.*



The drawing of the house has one line of symmetry.

The angle at the top of the house is 100°.

Write the sizes of the **two** marked angles in the boxes.

Here is a triangle drawn on a grid of squares.



Reflect the triangle in the mirror line.

Draw the reflection.

Here are some 2D shapes.



(From left to right: rhombus, equilateral triangle, square, rectangle, cross shape.)

Draw a ring around **each** shape with rotational symmetry of order 2

Here are two shapes drawn on a grid of 1 cm squares.

The shapes are labelled A and B.



Use the symbol $<$ or $=$ or $>$ to make each of these statements correct.

area of A ☐ area of B

perimeter of A ☐ perimeter of B

Write a number in the box to make the statement correct.

$4^{\square} = 64$

Here is a centimetre coordinate grid.



Mia plots points A, B, C, D and E on the grid.

**(a)** Write the coordinates of point D.

Here is a centimetre coordinate grid.



Mia plots points A, B, C, D and E on the grid.

**(b)** Mia draws a circle with centre D and radius 2 cm.

One of the points is on the circumference of the circle.

Write the letter of the point that is on the circumference of the circle.

Angelique has a 2 litre bottle.

She pours 1 litre of water into her bottle.

Complete the sentence using **two** of these options.

bottle | water | 1 litre | 3 litres

The **volume** of Angelique’s ______ is ______ .

Here are some pairs of activities.

| | Mutually exclusive | Not mutually exclusive |
|---|:---:|:---:|
| dream and sleep | ☐ | ☐ |
| read and sleep | ☐ | ☐ |
| move and sleep | ☐ | ☐ |
| cook and sleep | ☐ | ☐ |

Tick (✓) to show if each pair of activities is mutually exclusive or not mutually exclusive.

A race starts at 9 am.

Carlos crosses the finish line 4.25 hours later.

Write the time when Carlos crosses the finish line.

Draw a ring around **each** number that rounds to 5.0 when rounded to the nearest tenth.

4.45 5.50 5.01 5.11 4.95 4.55