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REVIEW QUIZ Part 1

Total questions: 15

Worksheet time: 15mins

Name
Class
Date
1.

How many common tangents are drawn in the figure?

a)

1

b)

2

c)

3

d)

4

2.

What is the purpose of drawing a line segment joining the centers of the circles?

a)

To test if the common tangent intersects the segment.

b)

To determine if the circles are tangent internally or tangent externally.

c)

To check if the circles are round.

d)

To classify the line segment as tangent line.

3.

A tangent line XY touches the circle A at point B and formed the radius AB. Is it true that the radius AB perpendicular to the tangent line XY?

a)

Yes, the radius is perpendicular to the tangent line.

b)

Yes, the tangent line is the radius of the circle.

c)

No, the radius is not perpendicular to the tangent line.

d)

No, the radius of the circle is secant and tangent to the circle.

4.

What do you called the point of intersection between the circle and a tangent line?

a)

Point of Reference

b)

Point of Sale

c)

Point of View

d)

Point of Tangency

5.

How do you know if a line is tangent to a circle?

a)

When it is parallel to the circle.

b)

When it pass through to the center of the circle.

c)

When it touches the circle in exactly two point.

d)

When it touches the circle in exactly one point.

6.

Line SR is perpendicular to the segment PT of circle P at point T.


What do you call the segment PT?

a)

apothem

b)

radius

c)

diameter

d)

chord

7.

Line SR is perpendicular to the segment PT of circle P at point T.


What do you call the line SR?

a)

chord

b)

diameter

c)

tangent line

d)

secant line

8.

Line SR is perpendicular to the segment PT of circle P at point T.


What do you call the point T?

a)

point of tangency

b)

point of sale

c)

point of wave

d)

point of reference

9.

What kind of tangent is shown in the figure?

a)

internal common tangent

b)

external common tangent

c)

tangent externally

d)

tangent internally

10.

What kind of tangent is shown in the figure?

a)

internal common tangent

b)

external common tangent

c)

tangent externally

d)

tangent internally

11.

In the figure shown, line m and line n are common external tangents to circles A and B. If line m = 2x + 7 and line n = 3x – 8, how long are lines m and n?

a)

37

b)

45

c)

15

d)

30

12.

The length of the external common tangent is 15 units. If the radii of the two circles A and Z are 6 units and 12 units, respectively, find the distance between the centers of the two circles.

a)

3293\sqrt{29}

b)

12

c)

555\sqrt{5}

d)

474\sqrt{7}

13.

Segment AB is a common external tangent to circles P and Q with measurement of x. The radius AP of circle P measures 18 units long and the radius QB of circle Q measures 8 units longs. The line segment between the centers of the circles measure 26 units long. Find x.

a)

4144\sqrt{14}

b)

4154\sqrt{15}

c)

14414\sqrt{4}

d)

15415\sqrt{4}

14.

Given that arc BGC = 250, find

 E\angle E  

a)

60

b)

70

c)

80

d)

90

15.

Find CE if BE = 10 and AC = 20.

a)

4

b)

5

c)

6

d)

7