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In a quadrilateral two angles are 80degree and 120 degrees. and the remaining two angles are equal what is the measure of each angle?
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In a quadrilateral two angles are 80degree and 120 degrees. and the re...
Given Information:
- Two angles of the quadrilateral are 80 degrees and 120 degrees.
- The remaining two angles are equal.

Finding the Measure of Each Angle:
- The sum of all angles in a quadrilateral is 360 degrees.
- Therefore, the sum of the given angles (80 degrees + 120 degrees) is 200 degrees.
- The sum of the remaining two equal angles can be found by subtracting 200 degrees from 360 degrees: 360 degrees - 200 degrees = 160 degrees.
- Since the two remaining angles are equal, we divide 160 degrees by 2 to find the measure of each angle: 160 degrees / 2 = 80 degrees.

Conclusion:
- Therefore, each of the two remaining angles in the quadrilateral measures 80 degrees.
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In a quadrilateral two angles are 80degree and 120 degrees. and the remaining two angles are equal what is the measure of each angle?
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