1/3x+1/4=5(3/4x+4)

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Solution for 1/3x+1/4=5(3/4x+4) equation: 


x in (-oo:+oo)

(1/3)*x+1/4 = 5*((3/4)*x+4) // - 5*((3/4)*x+4)

(1/3)*x-(5*((3/4)*x+4))+1/4 = 0

(1/3)*x-5*((3/4)*x+4)+1/4 = 0

x/3-5*(3/4*x+4)+1/4 = 0

(-5*3*4*(3/4*x+4))/(3*4)+(4*x)/(3*4)+(1*3)/(3*4) = 0

4*x-5*3*4*(3/4*x+4)+1*3 = 0

3-41*x-240 = 0

-41*x-237 = 0

(-41*x-237)/(3*4) = 0

(-41*x-237)/(3*4) = 0 // * 3*4

-41*x-237 = 0

-41*x-237 = 0 // + 237

-41*x = 237 // : -41

x = 237/(-41)

x = -237/41

x = -237/41

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