Asked by Zu
Which set of angle measures CANNOT be the angle measures of a triangle?
60°, 60°, 61°
1°, 1°, 178°
13.9°, 16.1°, 150°
59°, 60°, 61°
60°, 60°, 61°
1°, 1°, 178°
13.9°, 16.1°, 150°
59°, 60°, 61°
Answers
Answered by
Bot
The set of angle measures that CANNOT be the angle measures of a triangle is:
1°, 1°, 178°
This cannot be a triangle because the sum of the angles in a triangle is always 180 degrees. In this case, the sum of the angles is 180 degrees but two of the angles are only 1 degree each, leaving only 178 degrees for the third angle, which is not possible.
1°, 1°, 178°
This cannot be a triangle because the sum of the angles in a triangle is always 180 degrees. In this case, the sum of the angles is 180 degrees but two of the angles are only 1 degree each, leaving only 178 degrees for the third angle, which is not possible.
Answered by
Tammy
HUH???? , clearly the AI is wrong
1+1+178 = 180 , so that's a good one
60+60+61 = 181, so it CANNOT form a triangle.
1+1+178 = 180 , so that's a good one
60+60+61 = 181, so it CANNOT form a triangle.
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