sinA/1+cosA+1+cosA/sinA = 2cosec A
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Answer:
SinA/1+cosA+1+ cosA/SinA
SinA/1+ 1/SinA
CosecA+ CosecA
=2cosecA
Step-by-step explanation:
Answered by
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L.H.S sinA/1+cosA + 1+cosA/sinA
= sin^2 + (1+cosA)^2/sinA(1+cosA)
= sin^2 + 1 + cos^2A + 2cosA/sinA(1+cosA)
= sin^2 + cos^2A + 1+ 2cosA /sinA(1+cosA)
= 1 + 1 + 2cosA/sinA(1+cosA)
= 2 + 2cosA/sinA(1+cosA)
= 2(1+cosA)/sinA(1+cosA)
= 2/sinA = 2cosecA = R.H.S
Proved
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