(x-15/9x)/(15-x/3x^5)

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Solution for (x-15/9x)/(15-x/3x^5) equation: 


D( x )

15-((x/3)*x^5) = 0

15-((x/3)*x^5) = 0

15-((x/3)*x^5) = 0

(-1/3)*x^6+15 = 0

-1/3*x^6 = -15 // : -1/3

x^6 = 45

x^6 = 45 // ^ 1/6

abs(x) = 45^(1/6)

x = 45^(1/6) or x = -45^(1/6)

x in (-oo:-45^(1/6)) U (-45^(1/6):45^(1/6)) U (45^(1/6):+oo)

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

(x+(-5/3)*x)/((-1/3)*x^6+15) = 0

(-2/3*x)/(15-1/3*x^6) = 0

-2/3*x = 0 // : -2/3

x = 0

x = 0

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