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(1/3)*(x+2)-((1/5)*(x-3)) = 4 // - 4
(1/3)*(x+2)-((1/5)*(x-3))-4 = 0
(1/3)*(x+2)+(-1/5)*(x-3)-4 = 0
1/3*(x+2)-1/5*(x-3)-4 = 0
1/3*(x+2)-1/5*(x-3)-4 = 0
2/15*x-4+19/15 = 0
2/15*x-41/15 = 0
2/15*x-41/15 = 0
2/15*x-41/15 = 0 // + 41/15
2/15*x = 41/15 // : 2/15
x = 41/15/2/15
x = 41/2
x = 41/2
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