3/5x-2/5(x-3)=1/5x+3

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Solution for 3/5x-2/5(x-3)=1/5x+3 equation:


x in (-oo:+oo)

(3/5)*x-((2/5)*(x-3)) = (1/5)*x+3 // - (1/5)*x+3

(3/5)*x-((2/5)*(x-3))-((1/5)*x)-3 = 0

(-2/5)*(x-3)+(3/5)*x+(-1/5)*x-3 = 0

(3*x)/5-2/5*(x-3)-x/5-3 = 0

(-2/5*5*(x-3))/5+(3*x)/5-x/5+(-3*5)/5 = 0

3*x-2/5*5*(x-3)-x-3*5 = 0

x-x-15+6 = 0

6-15 = 0

-9 = 0

-9/5 = 0

-9/5 = 0 // * 5

-9 = 0

x belongs to the empty set

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