find the value of 1+cos theta + sin theta / 1- cos theta + sin.theta
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Answer:
1-cos theta/sin theta = sin theta /1+ cost
theta
cross multiplying
(1-cos theta )(1+cos theta)=(sin theta )(sin
theta)
Here (a + b)(a - b) = a ^ 2 - b ^ 2 is used
so,1^2-costheta^2=sin theta^2 1-costheta^2=sintheta^2
By identity 1
sin ^2=1-cos^2
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