Determining the Measure of an Interior Angle Triangle A B C. Line A B and C B extend past the triangle to form

Question

Determining the Measure of an Interior Angle
Triangle A B C. Line A B and C B extend past the triangle to form an angle with measure 70 degrees. Angle A C B is 58 degrees.

What is the measure of AngleCAB?
38°
52°
70°
128°

GPT-5 mini · Answer

52°

Reason: The angle formed by extending AB and CB is the vertical (opposite) angle to interior angle B, so angle B = 70°. Then angle A = 180° − 70° − 58° = 52°.

Determining the Measure of an Interior Angle
Triangle A B C. Line A B and C B extend past the triangle to form an angle with measure 70 degrees. Angle A C B is 58 degrees.

What is the measure of AngleCAB?
38°
52°
70°
128°

All Answers 1

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Determining the Measure of an Interior Angle Triangle A B C. Line A B and C B extend past the triangle to form an angle with measure 70 degrees. Angle A C B is 58 degrees. What is the measure of AngleCAB? 38° 52° 70° 128°

All Answers 1

Submit Your Answer

Determining the Measure of an Interior Angle
Triangle A B C. Line A B and C B extend past the triangle to form an angle with measure 70 degrees. Angle A C B is 58 degrees.

What is the measure of AngleCAB?
38°
52°
70°
128°