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Perimeter and Area Quiz Illustration | 1 million
There are 1 million mm2 in 1 m2.

Perimeter and Area 3 (Easy)

Perimeter and area are everywhere, from gardens to rooms. This 11 Plus Maths quiz helps you measure shapes and understand how maths connects to real life.

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Fascinating Fact:

The area of your garden decides how much grass to mow, but the perimeter decides how much fence you have to paint, both tiring but accurate maths.

In 11 Plus Maths, learning about perimeter and area builds practical understanding of shapes and measurements. Pupils use these skills to calculate lengths, surfaces, and space in both simple and combined figures.

  • Composite Shape: A shape made up of two or more simple shapes joined together.
  • Measurement: The process of finding the size or amount of something, often in centimetres or metres.
  • Conversion: Changing one unit of measure to another, such as centimetres to metres.
What is the perimeter of a composite shape?

Add together the lengths of all the outer sides. Make sure you only count each edge once around the shape.

How do I find the area of combined rectangles?

Find the area of each rectangle separately using length × width, then add them together for the total area.

Which units are used to measure perimeter and area?

Perimeter is measured in linear units such as centimetres or metres, while area is measured in square units like cm² or m².

1 .
What is the formula for finding the area of a circle?
Area = π × r2
Area = 2π × r
Area = π × r3
Area = (π × r)2
Learn this fact! It's the radius that is squared, not ? × radius
2 .
What is the formula for finding the area of a right-angled triangle?
Area = base × height
Area = 12 × base × height
Area = 12 × base × height2
Area = 14 × base × height
A right-angled triangle is half a rectangle, so the formula is the same as that for a rectangle, halved
3 .
Two right-angled triangles, when put together, make a square with and area of 36 cm2. What is the length of the base of each triangle (not the diagonal side)?
24 cm
18 cm
12 cm
6 cm
If two right angled triangles form a square, then the length of their bases will be equal to the length of the square’s sides.
If the square has an area of 36 cm2, its sides will be 6 cm long: 6 x 6 = 36
4 .
How many square millimetres are there in 1 m2?
10,000
10,000
100,000
1 million
The area of a square = length x length:
There are 1,000 millimetres in 1 metre, so 1 m2 = 1,000 x 1000 mm2
1,000 x 1,000 = 1 million
5 .
What is the formula for calculating the perimeter of a rectangle?
Perimeter = (2 × length) + (2 × width)
Perimeter = length + width
Perimeter = 4 × length
Perimeter = length × width
Do not confuse perimeter and area!
6 .
A square has an area of 120 cm2. If it is cut from corner to corner into four right-angled triangles, what is the area of each triangle?
60 cm2
40 cm2
30 cm2
20 cm2
If a square is made up of 4 right-angled triangles, then just divide the area of the square by four to find the answer:
120 ÷ 4 = 30
7 .
What is the formula for finding the circumference of a circle?
Circumference = 2π x diameter
Circumference = π x diameter
Circumference = π x radius
Circumference = π x radius2
Another way to say this is circumference = ? x (radius x 2) because the diameter is twice the radius
8 .
A rectangle has a length of 8 cm and a width of 2 cm. What is its area in mm2?
16 mm2
16 cm2
160 mm2
1,600 mm2
The area of a rectangle = length x width:
8 x 2 = 16
There are 100 mm2 in one cm2 so 16 x 100 = 1,600
9 .
What is the area of a square whose sides are 1 metre long?
1 m2
10,000 cm2
1 million mm2
All of the above
1 x 1 = 1, so 1 metre is 1 m2
100 x 100 = 10,000, so 1 metre is 10,000 cm2
1,000 x 1,000 = 1 million, so 1 metre is 1 million mm2
10 .
A square has an area of 144 cm2. What is the length of the square’s sides?
12 cm
14 cm
24 cm
28 cm
The area of a square = length × length:
144 cm2 = length × length. If you know your times tables you will know that 12 x 12 = 144
Author:  Frank Evans (Specialist 11 Plus Teacher and Tutor)

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