3(x-1)/3+10(x+1)/5=2x+1/4

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Solution for 3(x-1)/3+10(x+1)/5=2x+1/4 equation: 


x in (-oo:+oo)

(3*(x-1))/3+(10*(x+1))/5 = 2*x+1/4 // - 2*x+1/4

(3*(x-1))/3+(10*(x+1))/5-(2*x)-(1/4) = 0

(3*(x-1))/3+(10*(x+1))/5-2*x-1/4 = 0

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

(4*5*(x-1))/(4*5)+(4*10*(x+1))/(4*5)+(-2*4*5*x)/(4*5)+(-1*5)/(4*5) = 0

4*5*(x-1)+4*10*(x+1)-2*4*5*x-1*5 = 0

60*x-40*x-5+20 = 0

20*x-5+20 = 0

20*x+15 = 0

(20*x+15)/(4*5) = 0

(20*x+15)/(4*5) = 0 // * 4*5

20*x+15 = 0

20*x+15 = 0 // - 15

20*x = -15 // : 20

x = -15/20

x = -3/4

x = -3/4

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