1-cosA/1+cosA = (cosecA-cotA)²
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From LHS :
1- cosA / 1 + cosA
Multiplying be 1- coaA in numerator and denominator .
= 1- coaA * ( 1 - cosA )/ ( 1+ cosA) ( 1 - cosA )
=( 1- cosA)²/ 1 - cos²A
= (1 - cosA)² / sin²A
=. ( 1 - cosA / sinA)² , °•° 1 - sin²A = cos²A
=( cosecA - cotA)²
Here LHS = RHS proved
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