3(n-2)/5+2n+3/6=4n+1/9+2

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Solution for 3(n-2)/5+2n+3/6=4n+1/9+2 equation: 


n in (-oo:+oo)

(3*(n-2))/5+2*n+3/6 = 4*n+1/9+2 // - 4*n+1/9+2

(3*(n-2))/5+2*n-(4*n)+3/6-(1/9)-2 = 0

(3*(n-2))/5+2*n-4*n+3/6-1/9-2 = 0

(3*(n-2))/5+2*n-4*n+1/2-1/9-2 = 0

(2*3*9*(n-2))/(2*5*9)+(2*2*5*9*n)/(2*5*9)+(-4*2*5*9*n)/(2*5*9)+(1*5*9)/(2*5*9)+(-1*2*5)/(2*5*9)+(-2*2*5*9)/(2*5*9) = 0

2*3*9*(n-2)+2*2*5*9*n-4*2*5*9*n+1*5*9-1*2*5-2*2*5*9 = 0

234*n-360*n-180-108-10+45 = 0

45-126*n-180-108-10 = 0

-126*n-180-63-10 = 0

-126*n-180-73 = 0

-126*n-253 = 0

(-126*n-253)/(2*5*9) = 0

(-126*n-253)/(2*5*9) = 0 // * 2*5*9

-126*n-253 = 0

-126*n-253 = 0 // + 253

-126*n = 253 // : -126

n = 253/(-126)

n = -253/126

n = -253/126

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