C^3 + 2C^2 + (1 - Z)C + (1 - Z)^2 = 0

Question

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If C^3 + 2*C^2 + (1 - Z)*C + (1 - Z)^ 2 = 0, what values can C and Z have other than C = 0, Z = 1?

So far I've figured out if C = -10, then (1 - Z) is somewhere between 33.72281323232389 and 33.7228132323239.

Guest Feb 24, 2017

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Best Answer

If C^3 + 2*C^2 + (1 - Z)*C + (1 - Z)^ 2 = 0, what values can C and Z have other than C = 0, Z = 1?

\(C=-2,\ Z = 1 \\ C=-2,\ Z=-1 \)

heureka Feb 24, 2017

heureka · Answer 1 · 2017-02-24T10:09:16

If C^3 + 2*C^2 + (1 - Z)*C + (1 - Z)^ 2 = 0, what values can C and Z have other than C = 0, Z = 1?

\(C=-2,\ Z = 1 \\ C=-2,\ Z=-1 \)

C^3 + 2*C^2 + (1 - Z)*C + (1 - Z)^2 = 0