MCQ Questions

Question No. 1

Fill in the missing words.

Answer :

a) If it is a ______, then it has three angles.

b) If it is a triangle, then it also has ______ sides.

c) If it is a(n) ______ triangle, then all of its angles are equal.

d) If it is a right triangle, then one of its angles measures exactly ______ degrees.

e) If it is a(n) ______ triangle, then none of its angles are the same.

f) If it is an equilateral triangle, then it has ______ sides that are the same length.

Question No. 2

Is the diameter of a circle a chord? Use algebraic expressions to justify your answer.

Answer :

Question No. 3

Is the radius of a circle a chord? Use algebraic expressions to justify your answer.

Answer :

Question No. 4

Draw the following rectangles.

Answer :

a) l = 6.5 cm, b = 3.5 cm

b) l = 4 cm, b = 2.5 cm

c) l = 2 cm, b = 2 cm

Question No. 5

Describe the properties of an isosceles triangle.

Answer :

Question No. 6

How are the radius and diameter different from the line segment labelled chord on your circle?

Answer :

Question No. 7

What is the relationship between the length of the diameter of a circle and the length of the radius of that circle?

Answer :

Question No. 8

Describe the circumference of a circle with respect to the centre of the circle.

Answer :

Question No. 9

The side length of each square is 1 cm. Calculate the perimeter of the following shapes.

Answer :

a) shape (3a)

b) shape (3b)

c) shape (3c)

Question No. 10

Find the perimeter of the following shapes.

Answer :

a)

b)

c)

d)

e)

Question No. 11

Squares are positioned in a rectangular shape as shown alongside. If the outside perimeter is 72 m, what is the length of each square?

Answer :

Question No. 12

Find the perimeter of the following parallelogram.

Answer :

DIAAAAAGGGRRRAAAMMM

Question No. 13

Find the perimeter of the following trapezium.

Answer :

DIAAAAAGGGRRRAAAMMM

Question No. 14

Find the perimeter of the following triangle.

Answer :

DIAAAAAGGGRRRAAAMMM

Question No. 15

Calculate the perimeter of a square if the length of one side is 17.5 cm.

Answer :

Question No. 16

One side of an equilateral triangle is 32 cm in length. Calculate the triangle’s perimeter.

Answer :

Question No. 17

A rectangle is 40 cm long and 25 cm wide. Calculate its perimeter.

Answer :

Question No. 18

Calculate the perimeter of a rectangle that is 2.4 m wide and 4 m long.

Answer :

Question No. 19

If the perimeter of a square is 48 m, what is the length of each side?

Answer :

Question No. 20

Determine the perimeter of each shape

Answer :

Question No. 21

Find the perimeter of each of the following shapes.

Answer :

a)

b)

c)

d)

e)

Question No. 22

Calculate the circumference of each of the following circles.

Answer :

a) Radius 10 cm

b) Radius 18 metres

c) Diameter 12 cm

d) Diameter 16 cm

Question No. 23

Calculate the diameter of a circle with circumference:

Answer :

a) 20 cm

b) 105 cm

c) 2.3 m

Question No. 24

Find the circumference.

Answer :

a)

b)

Question No. 25

A bicycle wheel has a diameter of 40 cm.

Answer :

a) Calculate the circumference of the wheel.

b) Calculate how far the bicycle travels when the wheel revolves once.

c) How many complete revolutions does the wheel make to travel 80 m?

Question No. 26

The length of a rectangular lawn is twice its breadth. If the perimeter of the lawn is 72 m, what is the breadth?

Answer :

Question No. 27

In how many revolutions can a bicycle wheel of diameter 4.9 m cover a distance of 46.2 km?

Answer :

Question No. 28

The breadth of a rectangular plot of land is one quarter of its length. If the perimeter is 360 m, determine the dimensions of the plot of land.

Answer :

Question No. 29

A piece of wire is in a circular shape with radius 28 cm. The wire is reshaped into a rectangle with length 50 cm. What is the breadth of the rectangle?

Answer :

Question No. 30

Francis ran around a playground 12 times. The playground is in the shape of a rectangle with a length of 240 m and breadth of 160 m. What distance did Francis run?

Answer :

Question No. 31

The following diagram shows an equilateral triangle. The perimeter is 72 cm. Determine the value of x.

Answer :

a)

Question No. 32

A rectangle with a perimeter of 64 cm is made up of three identical squares. What is the area of each square?

Answer :

Question No. 33

A floor is 4 m long and 3.5 m wide.

Answer :

a) Determine the area of the floor.

b) Determine the cost if concrete costs ₦240 per m².

Question No. 34

Calculate the length of a rectangle if the breadth is 24 m and the area is 108 m².

Answer :

Question No. 35

Find the area of each triangle.

Answer :

a)

b)

c)

d)

Question No. 36

Find the base or height of each triangle.

Answer :

a) Area = 252 m²

b) Area = 133 cm²

Question No. 37

Determine the area of each trapezium.

Answer :

a)

b)

c)

d)

Question No. 38

The area of a trapezium is 67.965 cm². Find its height if the parallel sides are 5 cm and 8.8 cm respectively.

Answer :

Question No. 39

Calculate the areas of the following circles. Use π = 3.142. Give your answer correct to one decimal place.

Answer :

a) Radius 3 cm

b) Radius 7.5 cm

c) Diameter 3.6 cm

Question No. 40

If the radius is 39 m, what will the area of the circle be?

Answer :

Question No. 41

The diameter of a cake is 94 mm. What is the maximum area available for the toppings?

Answer :

Question No. 42

Calculate the area of a circle with a radius of 25 cm.

Answer :

Question No. 43

What is the radius of a circle with an area of 450 cm²?

Answer :

Question No. 44

The area of a circle is 324 m². Find the radius and hence the diameter of the circle.

Answer :

Question No. 45

Find the formula for the area of the following shapes.

Answer :

a)

b)

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