12n^8+12n^7+n^6/6n

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Solution for 12n^8+12n^7+n^6/6n equation: 


n in (-oo:+oo)

12*n^8+12*n^7+n*((n^6)/6) = 0

12*n^8+73/6*n^7 = 0

n^7*(12*n+73/6) = 0

12*n+73/6 = 0 // - 73/6

12*n = -73/6 // : 12

n = -73/6/12

n = -73/72

n^7 = 0

1*n^7 = 0 // : 1

n^7 = 0

n = 0

n in { -73/72, 0 }

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