prove that 1-cos^2/1+sin theta =sin theta
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To prove that : 1-_cos²x_ = sinx
1+sinx
[x=theta]
Proof:
LHS:
1 - _cos²x_
1+sinx. [sin²x + cos²x = 1]
1-_(1-sin²x)_
1+sinx
1-_(1+sinx)(1-sinx)_
1+sinx
_1+sinx-(1+sinx)(1-sinx)_
1+sinx
_1+sinx{1-(1-sinx)}_
1+sinx
1-1+sinx
sinx
Hence LHS=RHS
Proved
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