sin A/I-COSA + Tan A/1+cosA = cotA + SecS + Cosec A
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Step-by-step explanation:
sinA/1-cosA+tanA/1+cosA
=sinA/1-cosA+sinA/cosA(1+cosA)
=sinAcosA(1+cosA)+sinA(1-cosA)/ cosA(1-cos²A)
=sinAcosA+sinAcos²A+sinA-sinAcosA/ cosAsin²A
=(sinAcos²A+sinA)/cosAsin²A
=sinAcos²A/cosAsin²A+sinA/cosAsin²A
=cosA/sinA+1/cosAsinA
=cotA+secA.cosecA
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