6((x+1)/2^3)+((-2x+3)/2^4)-3((3/2^2)x-1/2^2)+(3/2^3)*(3x-2)=0

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Solution for 6((x+1)/2^3)+((-2x+3)/2^4)-3((3/2^2)x-1/2^2)+(3/2^3)*(3x-2)=0 equation:


x in (-oo:+oo)

6*((x+1)/(2^3))+(3-2*x)/(2^4)-(3*((3/(2^2))*x-(1/(2^2))))+(3/(2^3))*(3*x-2) = 0

6*((x+1)/(2^3))+(3-2*x)/(2^4)-3*((3/(2^2))*x-2^-2)+(3/(2^3))*(3*x-2) = 0

(6*(x+1))/8+(3-2*x)/16-3*(3/4*x-1/4)+3/8*(3*x-2) = 0

(6*16*(x+1))/(8*16)+(8*(3-2*x))/(8*16)+(-3*8*16*(3/4*x-1/4))/(8*16)+(3/8*8*16*(3*x-2))/(8*16) = 0

6*16*(x+1)+8*(3-2*x)-3*8*16*(3/4*x-1/4)+3/8*8*16*(3*x-2) = 0

80*x-288*x+144*x-96+96+120 = 0

144*x-208*x-96+216 = 0

120-64*x = 0

(120-64*x)/(8*16) = 0

(120-64*x)/(8*16) = 0 // * 8*16

120-64*x = 0

120-64*x = 0 // - 120

-64*x = -120 // : -64

x = -120/(-64)

x = 15/8

x = 15/8

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