(w-1)/2+w/8=(7w+1)/16

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Solution for (w-1)/2+w/8=(7w+1)/16 equation: 


w in (-oo:+oo)

(w-1)/2+w/8 = (7*w+1)/16 // - (7*w+1)/16

(w-1)/2-((7*w+1)/16)+w/8 = 0

(w-1)/2+(-1*(7*w+1))/16+w/8 = 0

(8*16*(w-1))/(2*8*16)+(-1*2*8*(7*w+1))/(2*8*16)+(2*16*w)/(2*8*16) = 0

8*16*(w-1)-1*2*8*(7*w+1)+2*16*w = 0

16*w+32*w-144 = 0

48*w-144 = 0

(48*w-144)/(2*8*16) = 0

(48*w-144)/(2*8*16) = 0 // * 2*8*16

48*w-144 = 0

48*w-144 = 0 // + 144

48*w = 144 // : 48

w = 144/48

w = 3

w = 3

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