If tan2A - tan2B = x, then the value of x is
A) (sin2A - sin2B)/(cos2A cos2B) B) (sin2A sin2B)/(cos2A - cos2B) C) (sin2A + sin2B)/(cos2A cos2B) D) (sin2A sin2B)/(cos2A + cos2B)
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Given :-
- If tan2A - tan2B = x,
To Find ;-
- then the value of x is
Answer is (sin2A sin2B)/(cos2A + cos2B)
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