# Find the general solution of each of the following equations:sin x tan x – 1 = tan x – sin x

To Find: General solution.

Given: sin x tan x – 1 = tan x – sin x sin x(tan x + 1) = tan x + 1

So sin x = 1 = sin () or tan x = -1 = tan()

Formula used: sin = sin = n + (-1)n , n I and tan = tan = k , k I

x = n + (-1)n or x = k where n, k I

So general solution is x = n + (-1)n or x = k where n, k, I

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