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Triangles and Quadrilaterals Test

Total questions: 20

Worksheet time: 10mins

Name
Class
Date
1.

The classification that describes this triangle is

a)

A right triangle that is also isosceles

b)

A right triangle that is also equilateral

c)

An acute triangle that is also scalene

d)

An obtuse angle that is also isosceles

e)

An obtuse angle that is also scalene

2.

This triangle, based on it's side lengths, is classified as (a)   . Choose from scalene, isosceles, equilateral, acute, right or obtuse. (check spelling before submitting)

3.

This triangle, based on it's internal angles, is classified as (a)   . Choose from scalene, isosceles, equilateral, acute, right or obtuse. (check spelling before submitting)

4.

This triangle, based on it's side lengths, is classified as (a)   . Choose from scalene, isosceles, equilateral, acute, right or obtuse. (check spelling before submitting)

5.

This triangle, based on it's internal angles, is classified as (a)   . Choose from scalene, isosceles, equilateral, acute, right or obtuse. (check spelling before submitting)

6.

The angle sum of a triangle is always:

a)

90°90\degree

b)

120°120\degree

c)

180°180\degree

d)

270°270\degree

e)

360°360\degree

7.

Find the value of the missing angle a:

a)

120°120\degree

b)

30°30\degree

c)

90°90\degree

d)

20°20\degree

e)

150°150\degree

8.

Find the value of the missing angle a:

a)

55°55\degree

b)

35°35\degree

c)

90°90\degree

d)

45°45\degree

e)

65°65\degree

9.

Find the value of the missing angle a:

a)

40°40\degree

b)

50°50\degree

c)

90°90\degree

d)

70°70\degree

e)

140°140\degree

10.

The name that best describes this quadrilateral is:

a)

parallelogram

b)

rectangle

c)

kite

d)

rhombus

e)

trapezium

11.

This quadrilateral is called a:

a)

rhombus

b)

parallelogram

c)

trapezium

d)

rectangle

e)

kite

12.

How many equal angles does a kite have?

a)

0

b)

1

c)

2

d)

3

e)

4

13.

Is a trapezium a type of parallelogram?

a)

Yes, because it has only one pair of parallel sides

b)

Yes, because it has two pairs of parallel sides

c)

No, because it has two equal angles

d)

No, because it has only one pair of parallel sides

e)

No, because it has only two pairs of parallel sides

14.

Which statement is not true about a rectangle?

a)

opposite sides have equal length

b)

all angles are 90°90\degree

c)

opposite sides are parallel

d)

adjacent sides are parallel

e)

adjacent sides are perpendicular

15.

The angle sum of a quadrilateral is always:

a)

90°90\degree

b)

120°120\degree

c)

180°180\degree

d)

270°270\degree

e)

360°360\degree

16.

For this quadrilateral, find the value of the missing angle a:

a)

 125°125\degree 

b)

 135°135\degree 

c)

 115°115\degree 

d)

 200°200\degree 

e)

 120°120\degree 

17.

For this quadrilateral, find the value of the missing angle w:

a)

 214°214\degree 

b)

 124°124\degree 

c)

 144°144\degree 

d)

 44°44\degree 

e)

 34°34\degree 

18.

For this quadrilateral, find the value of the missing angle b:

a)

 85°85\degree 

b)

 75°75\degree 

c)

 65°65\degree 

d)

 15°15\degree 

e)

 105°105\degree 

19.

For this triangle, find the value of the missing angles a and x:

a)

 a=35° and x=75°a=35\degree\ and\ x=75\degree 

b)

 a=35° and x=145°a=35\degree\ and\ x=145\degree 

c)

 a=45° and x=145°a=45\degree\ and\ x=145\degree 

d)

 a=45° and x=75°a=45\degree\ and\ x=75\degree 

e)

 a=35° and x=35°a=35\degree\ and\ x=35\degree 

20.

For this quadrilateral, find the value of the missing angles a and b:

a)

 a=80° and b=60°a=80\degree\ and\ b=60\degree 

b)

 a=90° and b=60°a=90\degree\ and\ b=60\degree 

c)

 a=80° and b=90°a=80\degree\ and\ b=90\degree 

d)

 a=90° and b=60°a=90\degree\ and\ b=60\degree 

e)

 a=60° and b=90°a=60\degree\ and\ b=90\degree