find the complementry angle of each of the following angles 50.5°
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Answer :
The complementary angle of 50.5° is 39.5°.
Step-by-step explanation :
To Find :-
- The complementary angle of 50.5°
Solution :-
Given that,
- One angle of complementary is 50.5°
Figure :-
- Refer the attachment.
According the question,
As, we know that,
Complementary angle measures 90°,
Therefore,
Let us assume the other angle as x,
- x + 50.5° = 90°
➠ x + 50.5 = 90
➠ x = 90 - 50.5
➠ x = 39.5
Therefore, the complementary angle is 39.5°.
Now, Verification
➠ 1st angle + 2nd angle = Complementary angle [ 90° ]
➠ 39.5 + 50.5 = 90
➠ 90 = 90
L.H.S = R.H.S
Hence, Verified !
More Information
Some more information related to angles :-
- Complementary angles measures 90°
- Adjacent supplementary angles are formed on a straight line.
- Supplementary angles measures 180°.
Attachments:
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