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show that -k is a root of X^3+(1-k^2)X+k X^3 means x to be cubed etc..
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if -k is a root of that equation, then setting X=-k should result in the equation evaluating to zero
thanks mate but im getting -k^3+k
can you please show your steps so that I can spot where you may have made a mistake?
X^3+(1-K^2)X+k becomes: (-k)^3+k(1-K^2)+K -k+k-K^3+k K^3+k ??
the mistake is in the 1st line after you substituted X=-k
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