prove that I have solution but I don't understand
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take theta=a
hope it will help you.
hope it will help you.
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sayyedtouheed:
ek no bhai ek aur question please please
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tan (45-A/2) = (tan 45 - tan A/2)/(1 + tan 45 tan A/2)
= (1- tan A/2)/(1+ tan A/2)
= (1- sin A/2/cos A/2)/(1+ sin A/2 / cos A/2)
= (cos A/2 - sin A/2)/(cos A/2 + sin A/2)
= ((cos A/2 - sin A/2)(cos A/2 + sin A/2))/(cos A/2 + sin A/2)^2
= (cos ^2 A/2 - sin ^2 A/2)/(cos^2 A/2 + sin ^2 A/2 + 2 sin A/2 cos A/2)
= (cos A)/(1+ sin A)
= (1- tan A/2)/(1+ tan A/2)
= (1- sin A/2/cos A/2)/(1+ sin A/2 / cos A/2)
= (cos A/2 - sin A/2)/(cos A/2 + sin A/2)
= ((cos A/2 - sin A/2)(cos A/2 + sin A/2))/(cos A/2 + sin A/2)^2
= (cos ^2 A/2 - sin ^2 A/2)/(cos^2 A/2 + sin ^2 A/2 + 2 sin A/2 cos A/2)
= (cos A)/(1+ sin A)
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