cosecA/cosecA-sinA=sec2A prove it
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Step-by-step explanation:
CosecA / ( CosecA - Sin A) = sec²A
taking LHS
CosecA / ( CosecA - Sin A)
( 1/ SinA ) / ( 1 / SinA - SinA)
( 1/ SinA ) / {( 1 - Sin² A)/ SinA}
(1/ SinA ) / {(Cos²A)/SinA}
(1/ SinA * Sin A) / Cos² A
1 / Cos²A
Sec² A
hence proved
LHS = RHS
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