▶If tan A = cot B where A and B are acute angles, prove that A + B = 90°
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Answered by
9
tanA = cotB
=>tanA = tan(90°-B)
=>A = 90°-B
=>A+B = 90°.
(NCERT question).
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=>tanA = tan(90°-B)
=>A = 90°-B
=>A+B = 90°.
(NCERT question).
Hope this will help you.
If you like my answer
Please mark it as brainliest
And
Be my follower if possible.
Answered by
23
Solution :
********************************
We know that ,
tan ( 90 - X ) = cot X
********************************
Now ,
tanA = cotB
=> tan A = tan ( 90 - B )
=> A = 90 - B
=> A + B = 90°
•••••
********************************
We know that ,
tan ( 90 - X ) = cot X
********************************
Now ,
tanA = cotB
=> tan A = tan ( 90 - B )
=> A = 90 - B
=> A + B = 90°
•••••
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