32=(3w-9/2)+(9w-4)/4

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Solution for 32=(3w-9/2)+(9w-4)/4 equation: 


w in (-oo:+oo)

32 = (9*w-4)/4+3*w-(9/2) // - (9*w-4)/4+3*w-(9/2)

9/2-((9*w-4)/4)-(3*w)+32 = 0

9/2-((9*w-4)/4)-3*w+32 = 0

(-1*(9*w-4))/4-3*w+9/2+32 = 0

(-1*2*(9*w-4))/(2*4)+(-3*2*4*w)/(2*4)+(4*9)/(2*4)+(2*4*32)/(2*4) = 0

4*9-1*2*(9*w-4)-3*2*4*w+2*4*32 = 0

8-42*w+36+256 = 0

44-42*w+256 = 0

300-42*w = 0

(300-42*w)/(2*4) = 0

(300-42*w)/(2*4) = 0 // * 2*4

300-42*w = 0

300-42*w = 0 // - 300

-42*w = -300 // : -42

w = -300/(-42)

w = 50/7

w = 50/7

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