prove that cosecA-cotA=
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1 / (cosecA - cotA) . . . . . . . . . . .multiply top & bottom by (cosecA + cotA)
(cosecA + cotA) /(cosec^2A - cot^2A) . . . . . . .use cosec^2A = 1 + cot^2A
(cosecA +cotA) / 1
cosecA + cotA
RHS = LHS
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First try yourself then ask...... Ask your teachers.... don't rely on social apps......
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