(x+5)/(x+8)-(1/4)=(x+3)/(x+8)

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Solution for (x+5)/(x+8)-(1/4)=(x+3)/(x+8) equation: 


D( x )

x+8 = 0

x+8 = 0

x+8 = 0

x+8 = 0 // - 8

x = -8

x in (-oo:-8) U (-8:+oo)

(x+5)/(x+8)-(1/4) = (x+3)/(x+8) // - (x+3)/(x+8)

(x+5)/(x+8)-((x+3)/(x+8))-(1/4) = 0

(x+5)/(x+8)-((x+3)/(x+8))-1/4 = 0

(x+5)/(x+8)+(-1*(x+3))/(x+8)-1/4 = 0

(4*(x+5))/(4*(x+8))+(-1*4*(x+3))/(4*(x+8))+(-1*(x+8))/(4*(x+8)) = 0

4*(x+5)-1*4*(x+3)-1*(x+8) = 0

8-x-8 = 0

-x = 0

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

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

-x = 0

-1*x = 0 // : -1

x = 0

x = 0

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