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equation of a polynomial function that has zeroes at 3(multiplicity of 1), -2(multiplicity of 1), and 0(multiplicity of 2)
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\(\large { \begin{cases}{} x=3\to x-3=0&\textit{multiplicity of 1}\to (x-3)^{\color{blue}{ 1}}=0\\ x=-2\to x+2=0&\textit{multiplicity of 1}\to (x+2)^{\color{blue}{ 1}}=0\\ x=0\to x=0&\textit{multiplicity of 2}\to (x)^{\color{blue}{ 2}}=0 \end{cases} \\ \quad \\ \quad \\ (x-3)^{\color{blue}{ 1}}(x+2)^{\color{blue}{ 1}}(x)^{\color{blue}{ 2}}=\textit{original polynomial} }\)
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