prove that √cosec A -1/cosec A +1 = √ 1-sinA / cos A
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Answer:
given
√cosecA-1/√cosecA+1=√cosecA-1/√cosecA+1×√cosecA+1/√cosecA+1
=√(cosecA-1)²/√cosec²A-1
=cosecA-1/cotA=1/sinA-1/cosA/sinA [taking lcm]
=1-sinA/sinA ×sinA/cosA=1-sinA/cosA
Explanation:
=RHS proved
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