X^2(6x+37)/35=x

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Solution for X^2(6x+37)/35=x equation: 


x in (-oo:+oo)

(X^2*(6*x+37))/35 = x // - x

(X^2*(6*x+37))/35-x = 0

(X^2*(6*x+37))/35+(35*(-x))/35 = 0

X^2*(6*x+37)+35*(-x) = 0

6*X^2*x+37*X^2-35*x = 0

6*X^2*x+37*X^2-35*x = 0

37*X^2-35*x = 0 // - 37*X^2

-35*x = -(37*X^2) // : -35

x = (-(37*X^2))/(-35)

x = (-37*X^2)/(-35)

x-37/35*X^2 = 0

(x-37/35*X^2)/35 = 0

(x-37/35*X^2)/35 = 0 // * 35

x-37/35*X^2 = 0

x-37/35*X^2 = 0 // + -37/35*X^2

x = -(-37/35*X^2)

x = 37/35*X^2

x = 37/35*X^2

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