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(1/3)*(3*x-1) = -1/10-(2/10) // + -1/10-(2/10)
(1/3)*(3*x-1)-(-1/10)+2/10 = 0
(1/3)*(3*x-1)+1/10+2/10 = 0
1/3*(3*x-1)+1/10+1/5 = 0
(1/3*5*10*(3*x-1))/(5*10)+(1*5)/(5*10)+(1*10)/(5*10) = 0
1/3*5*10*(3*x-1)+1*5+1*10 = 0
50*x-35/3+10 = 0
50*x-5/3 = 0
(50*x-5/3)/(5*10) = 0
(50*x-5/3)/(5*10) = 0 // * 5*10
50*x-5/3 = 0
50*x-5/3 = 0 // + 5/3
50*x = 5/3 // : 50
x = 5/3/50
x = 1/30
x = 1/30
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