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Find the measure of an angle supplement is equal to the angle itself?
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Find the measure of an angle supplement is equal to the angle itself?
Understanding Supplementary Angles
Supplementary angles are defined as two angles whose measures add up to 180 degrees. If we denote an angle as x, its supplement would be (180 - x).
Finding the Angle
To find the angle whose supplement is equal to the angle itself, we can set up the following equation:
- x = 180 - x
Solving the Equation
1. Combine like terms:
- x + x = 180
- 2x = 180
2. Divide both sides by 2:
- x = 90
Conclusion
The angle whose supplement is equal to the angle itself is:
- 90 degrees
Key Points
- An angle and its supplement must always sum to 180 degrees.
- The only angle that satisfies the condition x = 180 - x is 90 degrees.
- This angle is unique because it is both an angle and its own supplement.
In summary, the measure of an angle whose supplement is equal to the angle itself is 90 degrees. This is the only angle that fulfills this condition in the realm of supplementary angles.
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Find the measure of an angle supplement is equal to the angle itself?
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