Question: 4. Suppose m is a positive integer. Show that for each polynomial q in Pm(R), there exists a polynomial p such that q = ((x3

 4. Suppose m is a positive integer. Show that for each

4. Suppose m is a positive integer. Show that for each polynomial q in Pm(R), there exists a polynomial p such that q = ((x3 + 2x] + 1)p)&quot

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