(35z^5)-(15z^2)/5z

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Solution for (35z^5)-(15z^2)/5z equation: 


z in (-oo:+oo)

35*z^5-(z*((15*z^2)/5)) = 0

35*z^5-3*z^3 = 0

35*z^5-3*z^3 = 0

z^3*(35*z^2-3) = 0

35*z^2 = 3 // : 35

z^2 = 3/35

z^2 = 3/35 // ^ 1/2

abs(z) = (3/35)^(1/2)

z = (3/35)^(1/2) or z = -(3/35)^(1/2)

z^3 = 0

1*z^3 = 0 // : 1

z^3 = 0

z = 0

z in { (3/35)^(1/2), -(3/35)^(1/2), 0 }

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