1/18(n-90)=1/15(n+75)-5

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Solution for 1/18(n-90)=1/15(n+75)-5 equation: 


n in (-oo:+oo)

(1/18)*(n-90) = (1/15)*(n+75)-5 // - (1/15)*(n+75)-5

(1/18)*(n-90)-((1/15)*(n+75))+5 = 0

(1/18)*(n-90)+(-1/15)*(n+75)+5 = 0

1/18*(n-90)-1/15*(n+75)+5 = 0

1/18*(n-90)-1/15*(n+75)+5 = 0

5-1/90*n-10 = 0

-1/90*n-5 = 0

-1/90*n-5 = 0

-1/90*n-5 = 0 // + 5

-1/90*n = 5 // : -1/90

n = 5/(-1/90)

n = -450

n = -450

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