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In the given graph of a cubic polynomial, what are the number of real zeros and complex zeros, respectively?
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I can't tell what it wants me to do in the link to find the real and complex zeros.
@mathmath333
@Directrix
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since it has a parent function of \(\large\tt \begin{align} \color{black}{y=x^3\hspace{.33em}\\~\\}\end{align}\) it will have \(\large 1\) real root and a pair\(\large (2)\) of complex roots
but m not sure
That's ok.
Thank you @mathmath333
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