n-15/9n/15-n/3n^5

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Solution for n-15/9n/15-n/3n^5 equation: 


n in (-oo:+oo)

n-((n/3)*n^5)-(((15/9)*n)/15) = 0

(-1/3)*n^6+n+(-1/9)*n = 0

8/9*n-1/3*n^6 = 0

1/3*n*(8/3-n^5) = 0

-1*n^5 = -8/3 // : -1

n^5 = 8/3

n^5 = 8/3 // ^ 1/5

n = (8/3)^(1/5)

n/3 = 0

1/3*n = 0 // : 1/3

n = 0

n in { (8/3)^(1/5), 0 }

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