Free Printable Unit 3 Geometry and Measurement

1.

Describes lines in the same plane that never cross, or intersect, they are marked using "arrows:"

a)

perpendicular

b)

parallel

c)

angle bisector

d)

base

2.

Describes lines that intersect at right angles (90°) they are marked using a small square:

a)

perpendicular

b)

parallel

c)

angle bisector

d)

height

3.

A line that divides a line segment in half and is at right angles to it, equal line segments are marked with "hash" marks:

a)

perpendicular bisector

b)

parallel

c)

angle bisector

d)

height

4.

The line that divides an angle into two equal equal parts, angles are marked with the same symbol:

a)

perpendicular bisector

b)

parallel

c)

angle bisector

d)

height

5.

A side of a two-dimensional closed figure, common symbol is 'b:'

a)

width

b)

parallel

c)

base

d)

height

6.

The perpendicular distance from the base to the opposite side, common symbol is 'h:'

a)

width

b)

parallel

c)

base

d)

height

7.

Choose the pair of line segments that are parallel:

a)

b)

c)

d)

8.

Choose the pair of line segments that are perpendicular:

a)

b)

c)

d)

9.

What does area mean?

a)

The distance around a shape

b)

Half the distance around a shape

c)

The amount of space outside a shape

d)

The amount of space inside a shape

10.

Choose the correct formula for the area of a parallelogram:

a)

$A=b\ \times\ h\ ^2$

b)

$A=5\ \div4$

c)

$A=b\times h$

d)

$A=Tim\ +Hortons$

11.

Find the area of the parallelogram shown above:

a)

12 units²

b)

10 units²

c)

13 units²

d)

6 units

12.

What is the area of this parallelogram?

a)

$2886\ m^2$

b)

$3861\ m^2$

c)

$4356\ m^2$

d)

$4851\ m^2$

13.

The area of the parallelogram-shaped walkway is $22m^2$ How wide is the base of the walkway?

a)

$2m^2$

b)

$220m^2$

c)

$22m^2$

d)

$6m^2$

14.

Tasia has created a tulip garden in the shape of a parallelogram. She is going to plant 10 tulips per square metre of garden. How many tulips does Tasia need?

a)

40 tulips

b)

10 tulips

c)

400 tulips

d)

4 tulips

15.

Choose the correct formula for the area of a triangle:

a)

$A=b\ \times\ h\ ^2$

b)

$A=\frac{2\ x\ 3}{3}$

c)

$A=\frac{b\ x\ h}{2}$

d)

$Z=b\ \times\ h\ \div\ 2$

16.

What is the area of the triangle?

a)

12 cm²

b)

14

c)

14 cm²

d)

24 cm²

17.

What is the area of the triangle?

a)

$8\ units^2$

b)

$2\ units^2$

c)

$4\ units$

d)

$4\ units^2$

18.

Find the area of the triangle:

a)

25 mm²

b)

50 mm²

c)

25 mm

d)

50 mm

19.

Find the area of this shape:

a)

$108\ cm^2$

b)

$60\ cm^2$

c)

$264\ cm^2$

d)

$216\ cm^2$

20.

*BONUS* You can choose to do this question! Type 'no' to move to the next questions, I will look at how you answered.

The playground has an area of $84.5\ m^2$ What is the area of the Sandbox?

(a)

21.

Draw a 6-cm line segment. Label it PQ.

Draw the perpendicular bisector of this line segment using your COMPASS. Label the point where they intersect R.

a)

Do this question and next three questions on one piece of paper please. Click to move to next question.

b)

.

22.

Draw a 8-cm line segment. Label it EF.

Draw the perpendicular bisector of this line segment using your RIGHT TRIANGLE. Label the point where they intersect G.

a)

Do this question and next two questions on one piece of paper please. Click to move to next question.

b)

.

23.

$\angle$ ABC is 110°. Draw the angle bisector using a COMPASS. Image shown is the first step.

a)

Do this question and next question on one piece of paper please. Click to move to last question.

b)

.

24.

\angle

ABC is 68°. Draw the angle bisector using a PROTRACTOR. Image shown is NOT 68 degrees.

a)

When done, tell Mr. M then you will be placed in a Break-Out room to show Mr. McFarlane your paper.

b)

.

Unit 3 Geometry and Measurement

Total questions: 24

Worksheet time: 6hrs 0mins

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