Prove that:
(1-sin²Φ)tan²Φ=sin²¤
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Answered by
4
Hello...
[®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®]
We know that:-
Cos²∅=1-Sin²∅
Tan²∅=Sin²∅/Cos²∅
ACCORDING TO THE QUESTION;
[Left hand side]
(1-Sin²∅)Tan² ∅
Cos²∅× Sin²∅/Cos²∅
Sin²∅[Answer]
Cos²∅ [Cancelled]
LHS=RHS
Proved>>>>>>>>
[®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®®]
We know that:-
Cos²∅=1-Sin²∅
Tan²∅=Sin²∅/Cos²∅
ACCORDING TO THE QUESTION;
[Left hand side]
(1-Sin²∅)Tan² ∅
Cos²∅× Sin²∅/Cos²∅
Sin²∅[Answer]
Cos²∅ [Cancelled]
LHS=RHS
Proved>>>>>>>>
Anonymous:
:-)
Answered by
4
the answer is in this picture.
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