(n-6)/(n-10)=9/5

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Solution for (n-6)/(n-10)=9/5 equation: 


D( n )

n-10 = 0

n-10 = 0

n-10 = 0

n-10 = 0 // + 10

n = 10

n in (-oo:10) U (10:+oo)

(n-6)/(n-10) = 9/5 // - 9/5

(n-6)/(n-10)-(9/5) = 0

(n-6)/(n-10)-9/5 = 0

(5*(n-6))/(5*(n-10))+(-9*(n-10))/(5*(n-10)) = 0

5*(n-6)-9*(n-10) = 0

60-4*n = 0

(60-4*n)/(5*(n-10)) = 0

(60-4*n)/(5*(n-10)) = 0 // * 5*(n-10)

60-4*n = 0

60-4*n = 0 // - 60

-4*n = -60 // : -4

n = -60/(-4)

n = 15

n = 15

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