(2(W-8))/12=3/2

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Solution for (2(W-8))/12=3/2 equation: 


W in (-oo:+oo)

(2*(W-8))/12 = 3/2 // - 3/2

(2*(W-8))/12-(3/2) = 0

(2*(W-8))/12-3/2 = 0

(2^2*(W-8))/(2*12)+(-3*12)/(2*12) = 0

2^2*(W-8)-3*12 = 0

4*W-68 = 0

(4*W-68)/(2*12) = 0

(4*W-68)/(2*12) = 0 // * 2*12

4*W-68 = 0

4*W-68 = 0 // + 68

4*W = 68 // : 4

W = 68/4

W = 17

W = 17

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