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Calculating Angles Practice Answers
Calculating Interior Angles in a Polygon:
1. The sum of the interior angles in a hexagon is 720 degrees.
2. Each interior angle in a regular pentagon measures 108 degrees.
3. Each interior angle in a heptagon measures 128.57 degrees.
4. Each interior angle in a quadrilateral measures 90 degrees.
5. Each of the remaining interior angles in the octagon measures 135 degrees.
6. The sum of the interior angles in a nonagon is 1260 degrees.
7. Each interior angle in a regular decagon measures 144 degrees.
8. Each of the remaining interior angles in the dodecagon measures 157.5 degrees.
9. Each interior angle in an isosceles triangle with a base angle of 45 degrees measures 67.5 degrees.
10. The measure of each of the remaining angles in the irregular pentagon cannot be determined without more information.
Finding Angles in a Right Triangle:
1. Angle A in the right triangle measures 36.87 degrees.
2. Angle A in the right triangle measures 60 degrees.
3. Angle B in the right triangle measures 53.13 degrees.
4. Angle C in the right triangle measures 45 degrees.
5. Angle C in the right triangle measures 63.43 degrees.
6. Angle A in the right triangle measures 30 degrees.
7. Angle A in the right triangle measures 16.26 degrees.
8. Angle B in the right triangle measures 45 degrees.
9. Angle B in the right triangle measures 22.62 degrees.
10. Angle C in the right triangle measures 60 degrees.
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