tan(68)=4/x

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Solution for tan(68)=4/x equation: 


(2*a*x+2*a*x^2+b+2*b*x)*e^(2*x)

2*(2-ctg(x))^2

(2*a*x+2*a*x^2+b+2*b*x)*e^(2*x)

2*x^3+10*x+0*x^2+12 = 0;x

x

((2^4)^3)/(2^5*2^-4)

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