1.

If 3 tan A = 4 sin A. Find the relation between cosec A and cot A.

Answer»

Given that 3 tan A = 4 sin A

⇒ \(\frac{3}{sin A}=\frac4{tan A}\) (On dividing both sides by Sin A tan A)

⇒ 3 cosec A = 4 cot A (\(\because\) \(\frac1{sin A}=cosec A \,and\,\frac{1}{tan A}=cot A\))

which is required relation between cosec A and cot A



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