Given angle A, how can you construct an angle whose measure is 1/4 m of angle A?

A) Construct the angle bisector of angle A, and then construct the bisector of one of the newly created angles.

B) Construct the angle bisector of angle A, then construct an angle that is congruent to one of the newly created angles.

C) Construct the angle bisector or angle A, then construct the perpendicular bisector of the angle bisector.

D) Construct the angle bisector of angle A, then construct a segment that is congruent to the angle bisector.

Question

Beckett

Mathematics

27 July, 15:00

Given angle A, how can you construct an angle whose measure is 1/4 m of angle A?

A) Construct the angle bisector of angle A, and then construct the bisector of one of the newly created angles.

B) Construct the angle bisector of angle A, then construct an angle that is congruent to one of the newly created angles.

C) Construct the angle bisector or angle A, then construct the perpendicular bisector of the angle bisector.

D) Construct the angle bisector of angle A, then construct a segment that is congruent to the angle bisector.

+1

Answers (1)

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Jeremy Keith · Answer 1

Answer A: let’s say the measure of A is 80 degrees. An angle bisector of angle A would be 40 degrees. A bisector of that angle would be 20 degrees. 20 Is 1/4 of 80 or 20*4=80