tanx=-(-1/sqrt3)

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Solution for tanx=-(-1/sqrt3) equation: 


e^(x^5-(7*x)-5)

(3*x)/8 = 17/2

x^2*(2*x+2) = 0

(2/5)*x-3 = 25

((5*17*x^2)/10)*x^3 = 0

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