1/9(x-27)+1/3(x+3)=x+25

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Solution for 1/9(x-27)+1/3(x+3)=x+25 equation: 


x in (-oo:+oo)

(1/9)*(x-27)+(1/3)*(x+3) = x+25 // - x+25

(1/9)*(x-27)+(1/3)*(x+3)-x-25 = 0

1/9*(x-27)+1/3*(x+3)-x-25 = 0

1/9*(x-27)+1/3*(x+3)-x-25 = 0

4/9*x-x-25-2 = 0

-5/9*x-25-2 = 0

-5/9*x-27 = 0

-5/9*x-27 = 0

-5/9*x-27 = 0 // + 27

-5/9*x = 27 // : -5/9

x = 27/(-5/9)

x = -243/5

x = -243/5

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