Question
A geometric figure has angles with the following measurements 89 degrees, 135 degrees, 112 degrees, and 68 degrees. Which two angles measured correspond to a supplementary pair?
List the smaller angle first and the measure of the larger angle second
List the smaller angle first and the measure of the larger angle second
Answers
GPT 3.5
To determine which two angles form a supplementary pair, we need to find a pair of angles whose measures add up to 180 degrees.
The possible pairs of angles could be:
1) 89 degrees + 135 degrees = 224 degrees (not supplementary)
2) 89 degrees + 112 degrees = 201 degrees (not supplementary)
3) 89 degrees + 68 degrees = 157 degrees (not supplementary)
4) 135 degrees + 112 degrees = 247 degrees (not supplementary)
5) 135 degrees + 68 degrees = 203 degrees (not supplementary)
6) 112 degrees + 68 degrees = 180 degrees (supplementary)
Therefore, the pair of angles that form a supplementary pair are 112 degrees and 68 degrees.
The possible pairs of angles could be:
1) 89 degrees + 135 degrees = 224 degrees (not supplementary)
2) 89 degrees + 112 degrees = 201 degrees (not supplementary)
3) 89 degrees + 68 degrees = 157 degrees (not supplementary)
4) 135 degrees + 112 degrees = 247 degrees (not supplementary)
5) 135 degrees + 68 degrees = 203 degrees (not supplementary)
6) 112 degrees + 68 degrees = 180 degrees (supplementary)
Therefore, the pair of angles that form a supplementary pair are 112 degrees and 68 degrees.
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