Math, asked by Syedishad, 2 months ago

if tan 2A = cot 3A, find the value of A​

Answers

Answered by vaishubh1707
0

Answer:

A = 18

Step-by-step explanation:

 \tan(2A)  =  \cot(3A)   \\  \\ by \:  using \:  \cot(x)  =  \tan(90 - x) \\  \\ \tan(2A)  =  \tan(90 - 3A) \\  \\ 2A = 90 -  3A \\ 2A  +  3A = 90 \\ 5A = 90 \\ A = 18

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