find the value of x
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1+sinx + sin^2 x +..... ad inf = 4+2√3
=> by the formula of geomteric progression sum
=> 1/1-sinx = 4+2√3
=> 1-sinx = 1/4+2√3 = 4-2√3/4 = 2-√3/2
sinx = 1-(2-√3)/2 = 2-2+√3/2 = √3/2
And, so now clearly the principal solution of this equation is π/3
And, the general solution is nπ+(-1)^n (π/3)
Hope this helps you !
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