3/4(2x+3)-31/2=4/5(1-x)

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Solution for 3/4(2x+3)-31/2=4/5(1-x) equation: 


x in (-oo:+oo)

(3/4)*(2*x+3)-(31/2) = (4/5)*(1-x) // - (4/5)*(1-x)

(3/4)*(2*x+3)-((4/5)*(1-x))-(31/2) = 0

(3/4)*(2*x+3)+(-4/5)*(1-x)-31/2 = 0

3/4*(2*x+3)-4/5*(1-x)-31/2 = 0

(3/4*2*(2*x+3))/2+(-4/5*2*(1-x))/2-31/2 = 0

3/4*2*(2*x+3)-4/5*2*(1-x)-31 = 0

23/5*x-31+29/10 = 0

23/5*x-281/10 = 0

(23/5*x-281/10)/2 = 0

(23/5*x-281/10)/2 = 0 // * 2

23/5*x-281/10 = 0

23/5*x-281/10 = 0 // + 281/10

23/5*x = 281/10 // : 23/5

x = 281/10/23/5

x = 281/46

x = 281/46

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