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If tantheta=1, then tan(90-theta)=?...

If `tantheta=1`, then tan(90-`theta`)=?

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If tan theta =1, then tan(90-theta)=?

If tan theta=1"then tan"(90-theta)=?

tantheta=? tan(90-theta)=?

tantheta .tan(90^(@) - theta) =

tantheta .tan(90^(@) - theta) =

tan 3theta = tan 2theta + tantheta

Prove that : tantheta+tantheta+tan(90^(@)-theta)=sectheta*sec(90^(@)-theta)

If tantheta - tan^(2) theta = 1 , then tan^(4) theta-2tan^3theta-tan^2theta+2tantheta+1 has value 4.

If: tantheta + tan 2theta + tan 3theta = tan theta.tan2theta.tan 3theta , then: theta =