pls anyone solve it
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solution :
√ 1-cosA/ 1+cosA
=√ (1-cosA)( 1-cosA) /(1+cosA)(1-cosA)
=√(1- cosA) ^2/1- cos^2A
=√ (1-cosA) ^2/ sin^2A
=1- cosA/sinA
=1/sinA -cosA /sinA
=cosecA- cotA
I hope ur will help you
√ 1-cosA/ 1+cosA
=√ (1-cosA)( 1-cosA) /(1+cosA)(1-cosA)
=√(1- cosA) ^2/1- cos^2A
=√ (1-cosA) ^2/ sin^2A
=1- cosA/sinA
=1/sinA -cosA /sinA
=cosecA- cotA
I hope ur will help you
ashish5597:
please mark me brainliest
Answered by
2
Step-by-step explanation:
RHS :
( cosecA - cotA )²
= ( 1/sinA - cosA/sinA )²
= ( 1 - cosA/ sinA )²
= ( 1 + cosA )²/ sin²A
= ( 1 - cosA )²/ 1 - cos²A
= ( 1 - cosA ) ( 1 - cosA )/ ( 1 + cosA ) ( 1 - cosA )
= 1 - cosA / 1 + cosA
= LHS
∴ Proved
Hope it helps!
If it does then please mark it as brainliest!
Regards,
Soham Patil.
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