(x+1)/10=(2/5)+(x-7)/8

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Solution for (x+1)/10=(2/5)+(x-7)/8 equation: 


x in (-oo:+oo)

(x+1)/10 = (x-7)/8+2/5 // - (x-7)/8+2/5

(x+1)/10-((x-7)/8)-(2/5) = 0

(x+1)/10-((x-7)/8)-2/5 = 0

(x+1)/10+(-1*(x-7))/8-2/5 = 0

(5*8*(x+1))/(5*8*10)+(-1*5*10*(x-7))/(5*8*10)+(-2*8*10)/(5*8*10) = 0

5*8*(x+1)-1*5*10*(x-7)-2*8*10 = 0

390-10*x-160 = 0

230-10*x = 0

(230-10*x)/(5*8*10) = 0

(230-10*x)/(5*8*10) = 0 // * 5*8*10

230-10*x = 0

230-10*x = 0 // - 230

-10*x = -230 // : -10

x = -230/(-10)

x = 23

x = 23

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