(1+cos theta)(1-cos theta)cosectheta=
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Answer:
to prove
(sqrt(1 + cos alpha))/(sqrt(1 - cos alpha)) = cos e * c * alpha + cot alpha
proof
prove
√1 + cos a √1 - cosa
√(1 + cosa) (1 + cosa)
√(1- cosa) (1 + cosa)
√ (1 + cosa)² √1² - cos² a
(1 + cosa)² √ sin² a
1 + cosa sin a
1 + cosa
sin a
1
sina
=
sina
= coseca + cota
= rhs
hence proved
Have taken theta a
FORMULAS USED:
1) (a + b)(a - b) = a ^ 2 - b ^ 2
2)cos²A+sin²A=1
3)1/sinA=cosecA
4)cosA/sinA=cotA
Step-by-step explanation:
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