evaluate tan = cot B prove that a + b = 90 degree
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Answered by
1
tan a=cot b
tan45=cot45 (=1)
therefore
a+b=45+45=90
tan45=cot45 (=1)
therefore
a+b=45+45=90
Answered by
3
❤
It is given that
tan A = cot B
⇒tan A=tan (90° −B )
{ °•° cot B = tan ( 90° − B ) }
⇒A = 90° −B
⇒A + B= 90°
Hence Proved
☺
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