if tan2a =cot a(a-80°)where 2a is acute angle.find A.
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tan 2a=cot 90-(a-80)
tan2a=cot90-a+80
tan2a=tana+170
2a+a=170
3a=170
a=170/3
tan2a=cot90-a+80
tan2a=tana+170
2a+a=170
3a=170
a=170/3
Answered by
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Solution:
It is given that tan2A=cot(A−18°)
⇒tan2A=cot(90° −(108° −A))
⇒tan2A=tan(108° −A)
{°•° cot(90° −A)=tan(A)}
⇒2A=108° −A
⇒3A=108°
⇒A=108°/3 =36°
Thanks ☺
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