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[Solved]: Find a polynomial of minimum degree (there are ma
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(Solved): Find a polynomial of minimum degree (there are many) that has the given zeros. \( -\sqrt{2} \) (mul ...




Find a polynomial of minimum degree (there are many) that has the given zeros.
\( -\sqrt{2} \) (multiplicity 2), 0 (multiplic
Find a polynomial of minimum degree (there are many) that has the given zeros. \( -\sqrt{2} \) (multiplicity 2), 0 (multiplicity 2), 2 (multiplicity 3 ), \( \sqrt{2} \) (multiplicity 2 ) NOTE: Make the leading coefficient equal to 1. \[ f(x)= \]


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Given: Zeros of the polynomial are : ?2 (multiplicity 2), 0 (multiplicity 2), 2(multiplicity 3), 2(multiplicity 2). To find : A polynomial of minimum
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