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(2/3)*(2*x+1/2)+(14/17)*(13/14-(2*x)) = (1/3)*(5-x) // - (1/3)*(5-x)
(2/3)*(2*x+1/2)+(14/17)*(13/14-(2*x))-((1/3)*(5-x)) = 0
(2/3)*(2*x+1/2)+(14/17)*(13/14-2*x)+(-1/3)*(5-x) = 0
2/3*(2*x+1/2)+14/17*(13/14-2*x)-1/3*(5-x) = 0
2/3*(2*x+1/2)+14/17*(13/14-2*x)-1/3*(5-x) = 0
1/3*x-16/51*x-5/3+56/51 = 0
1/51*x-29/51 = 0
1/51*x-29/51 = 0
1/51*x-29/51 = 0 // + 29/51
1/51*x = 29/51 // : 1/51
x = 29/51/1/51
x = 29
x = 29
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