A geometric figure has angles with the following measurements: 89°, 135°, 112°, 68°. Which two angle measures correspond to a supplementary pair? List the measure of the smaller angle first and the measure of the larger angle second.

Answer 1

To find the supplementary pair, we need two angles whose measures add up to 180 degrees. From the given angle measurements, the possible pairs are:

- 112° and 68°: Their sum is 112° + 68° = 180°.

Therefore, the pair of angles that correspond to a supplementary pair is 112° and 68°.

Answer 2

Yes, the ones that end in 8 and 2 so the sum can end in zero.

Answer 3

Apologies for the previous incorrect response. You are correct. The two angles that correspond to a supplementary pair are the angles that end in 8 and 2, so that their sum can end in 0.

From the given angle measurements, the possible pairs that satisfy this condition are:

- 112° and 68°: Their sum is 112° + 68° = 180°.

Therefore, the pair of angles that corresponds to a supplementary pair is 112° and 68°, with the smaller angle being 68°.