1 + cos square A divided by sin square A is equal to 2 cosec A - 1
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Step-by-step explanation:
(1+sin²A)/(sin²A)=2cosec²A-1
L.H.S.
=1+(1-sin²A)/sin²A {Since cos²A=1-sin²A}
=(2-sin²A)/(sin²A)
=(2/sin²A)-(sin²A/sin ²A) {Biparting}
=2cosec²A-1= RHS {Hence Proved}
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