Let a(x) = 3×4 – 2×2 + x + 5, and
b(x) = x4 + x² + x + 1.
When dividing a by b, we can find the
unique quotient pol

Let a(x) = 3×4 – 2×2 + x + 5, and
b(x) = x4 + x² + x + 1.
When dividing a by b, we can find the
unique quotient polynomial q and
remainder polynomial r that satisfy the
following equation:
a(2)
b(x)
= 9(x) +
3x
b(x)’
where the degree of r(2) is less than the​

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