X/(5x-1)=(3,2)/(14,4)

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Solution for X/(5x-1)=(3,2)/(14,4) equation:


D( x )

5*x-1 = 0

5*x-1 = 0

5*x-1 = 0

5*x-1 = 0 // + 1

5*x = 1 // : 5

x = 1/5

x in (-oo:1/5) U (1/5:+oo)

X/(5*x-1) = 3.2/14.4 // - 3.2/14.4

X/(5*x-1)-(3.2/14.4) = 0

X/(5*x-1)-0.22222222 = 0

X/(5*x-1)+(-0.22222222*(5*x-1))/(5*x-1) = 0

X-0.22222222*(5*x-1) = 0

X-1.1111111*x+0.22222222 = 0

(X-1.1111111*x+0.22222222)/(5*x-1) = 0

(X-1.1111111*x+0.22222222)/(5*x-1) = 0 // * 5*x-1

X-1.1111111*x+0.22222222 = 0

X-1.1111111*x+0.22222222 = 0 // - X+0.22222222

-1.1111111*x = -(X+0.22222222) // : -1.1111111

x = (-(X+0.22222222))/(-1.1111111)

x = 0.90000001*(X+0.22222222)

x = 0.90000001*(X+0.22222222)

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