n=490/7x6/7

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Solution for n=490/7x6/7 equation: 


x in (-oo:+oo)

n = ((490/7)*x^6)/7 // - ((490/7)*x^6)/7

n-(((490/7)*x^6)/7) = 0

n-10*x^6 = 0

-10*x^6 = -n // : -10

x^6 = n/10

x^6 = n/10 // ^ 1/6

abs(x) = (n^(1/6))/(10^(1/6))

x = (n^(1/6))/(10^(1/6)) or x = -((n^(1/6))/(10^(1/6)))

x in { (n^(1/6))/(10^(1/6)), -((n^(1/6))/(10^(1/6))) }

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