if tan A=cotB prove that A+B=90
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Answered by
1
tan A = cot B
i.e
tan A = tan ( 90 - B )
A = 90 - B
A + B = 90
Answered by
2
According to question,
tanA=cotB
⟹tanA=tan(90−B)
As, A, and B, are acute angles,
Then,
⟹A=90−B
⟹A+B=90
Hence proved.
tanA=cotB
⟹tanA=tan(90−B)
As, A, and B, are acute angles,
Then,
⟹A=90−B
⟹A+B=90
Hence proved.
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