Center vs Inscribed Angles

Froggy Jumps

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About this activity

Relation: inscribed angle is half central

Created by

Hager Ibrahim

Egypt

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Froggy Jumps Center vs Inscribed AnglesOnline version Relation: inscribed angle is half central by Hager Ibrahim 1 If a central angle of 60° subtends an arc, what is the inscribed angle subtending the same arc? a 15° b 60° c 30° 2 An inscribed angle intercepting the same arc as a 90° central angle equals what? a 90° b 45° c 30° 3 True or False: The inscribed angle is always half the central angle for the same arc. a Depends on the circle b True c False 4 What central angle corresponds to an inscribed angle of 25°? a 75° b 50° c 12.5° 5 If two inscribed angles intercept the same arc, how do their measures compare? a They sum to 180° b They are equal c One is always double the other 6 An inscribed angle subtends an arc of a circle. The central angle subtending the same arc is ____ the inscribed angle. a twice b equal to c half 7 What is the inscribed angle that subtends a 120° central angle? a 60° b 120° c 30° 8 If a point on the circle forms a triangle with the endpoints of a diameter, the inscribed angle opposite the diameter is: a 60° b 90° c 45° 9 Which statement is true about central and inscribed angles subtending the same arc? a Inscribed angle is twice the central angle b They are equal c Central angle is twice the inscribed angle 10 In a circle, an inscribed angle measures 40°. The central angle subtending the same arc measures: a 20° b 80° c 40°

Froggy Jumps

Center vs Inscribed AnglesOnline version

Relation: inscribed angle is half central

by Hager Ibrahim

If a central angle of 60° subtends an arc, what is the inscribed angle subtending the same arc?

15°

60°

30°

An inscribed angle intercepting the same arc as a 90° central angle equals what?

90°

45°

30°

True or False: The inscribed angle is always half the central angle for the same arc.

Depends on the circle

True

False

What central angle corresponds to an inscribed angle of 25°?

75°

50°

12.5°

If two inscribed angles intercept the same arc, how do their measures compare?

They sum to 180°

They are equal

One is always double the other

An inscribed angle subtends an arc of a circle. The central angle subtending the same arc is ____ the inscribed angle.

twice

equal to

half

What is the inscribed angle that subtends a 120° central angle?

60°

120°

30°

If a point on the circle forms a triangle with the endpoints of a diameter, the inscribed angle opposite the diameter is:

60°

90°

45°

Which statement is true about central and inscribed angles subtending the same arc?

Inscribed angle is twice the central angle

They are equal

Central angle is twice the inscribed angle

In a circle, an inscribed angle measures 40°. The central angle subtending the same arc measures:

20°

80°

40°

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Center vs Inscribed Angles

Froggy Jumps

About this activity

Created by

Download the paper version to play

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Center vs Inscribed AnglesOnline version

by Hager Ibrahim

If a central angle of 60° subtends an arc, what is the inscribed angle subtending the same arc?

An inscribed angle intercepting the same arc as a 90° central angle equals what?

True or False: The inscribed angle is always half the central angle for the same arc.

What central angle corresponds to an inscribed angle of 25°?

If two inscribed angles intercept the same arc, how do their measures compare?

An inscribed angle subtends an arc of a circle. The central angle subtending the same arc is ____ the inscribed angle.

What is the inscribed angle that subtends a 120° central angle?

If a point on the circle forms a triangle with the endpoints of a diameter, the inscribed angle opposite the diameter is:

Which statement is true about central and inscribed angles subtending the same arc?

In a circle, an inscribed angle measures 40°. The central angle subtending the same arc measures:

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