(x/4)-(1/2)=1-((1-x)/8)

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Solution for (x/4)-(1/2)=1-((1-x)/8) equation: 


x in (-oo:+oo)

x/4-(1/2) = 1-((1-x)/8) // - 1-((1-x)/8)

(1-x)/8+x/4-(1/2)-1 = 0

(1-x)/8+x/4-1/2-1 = 0

(2*4*(1-x))/(2*4*8)+(2*8*x)/(2*4*8)+(-1*4*8)/(2*4*8)+(-1*2*4*8)/(2*4*8) = 0

2*4*(1-x)+2*8*x-1*4*8-1*2*4*8 = 0

8*x-64-32+8 = 0

8*x-64-24 = 0

8*x-88 = 0

(8*x-88)/(2*4*8) = 0

(8*x-88)/(2*4*8) = 0 // * 2*4*8

8*x-88 = 0

8*x-88 = 0 // + 88

8*x = 88 // : 8

x = 88/8

x = 11

x = 11

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