# Find the general

To Find: General solution.

(i) Given: cos x = Formula used: cos = cos = 2n , n I

By using above formula, we have

cos x = = cos( )= cos( )=cos( ) x = 2n , n I

So general solution is x = 2n where n I

(ii) Given: cosec x = We know that cosec sin = 1

So sinx = Formula used: sin = sin = n + (-1)n , n By using above formula, we have

sinx = = sin x = n + (-1)n. So general solution is x = n + (-1)n. where n I

(iii) Given: tan x = -1

Formula used: tan = tan = n , n I

By using above formula, we have

tan x = -1= tan x = n , n I

So the general solution is x = n where n I

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