cotx/sinx(secx-cosx)=1

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Solution for cotx/sinx(secx-cosx)=1 equation:


(2^0.5)/2 = 0

2-(11/n) = -(5/(n^2))

x-(1/3) = x-(7/7)

(6*x^2)/((3*((4*x)/y)*y^2)/2) = 0

(4/7)*d = 1/2

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