1/16(n-48)=1/14(n+70)-5

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Solution for 1/16(n-48)=1/14(n+70)-5 equation: 


n in (-oo:+oo)

(1/16)*(n-48) = (1/14)*(n+70)-5 // - (1/14)*(n+70)-5

(1/16)*(n-48)-((1/14)*(n+70))+5 = 0

(1/16)*(n-48)+(-1/14)*(n+70)+5 = 0

1/16*(n-48)-1/14*(n+70)+5 = 0

1/16*(n-48)-1/14*(n+70)+5 = 0

5-1/112*n-8 = 0

-1/112*n-3 = 0

-1/112*n-3 = 0

-1/112*n-3 = 0 // + 3

-1/112*n = 3 // : -1/112

n = 3/(-1/112)

n = -336

n = -336

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