prove that
sinA×secA+cosA×cosecA=secA×cosecA
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Answered by
0
Sin A×1/CosA+Cos A×1/SinA
=Sin A/CosA+Cos A/SinA
=Sin^2A+Cos^2A/SinACosA
=1/SinACosA
=SecA×CosecA
=RHS
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Answered by
1
L.H.S =>
=sinAsecA+cosAcosecA
=sinA/cosA+cosA/sinA
=(sin²A+cos²A)/sinAcosA
=1/sinAcosA
=cosecAsecA
=> R.H.S
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