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Can the Product of Two Polynomials Result in a Single Term?
By assuming that we are talking about polynomials with real coefficients. Suppose that the polynomials are,
$$
$\mathrm{P(x)\; =\; axp+\; ...\; +\; bxq}$
$$
$$
$\mathrm{Q(x)\; =\; cxr+\; ...\; +\; dxs}$
Where
. . .
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