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Mathematics, 17.04.2020 21:32 Adrian12313

Consider the polynomial p(x)=x3βˆ’9x2+18xβˆ’25, which can be rewritten as p(x)=(xβˆ’7)(x2βˆ’2x+4)+3. The number _[blank 1]_ is the remainder when p(x) is divided by xβˆ’7, and so xβˆ’7 _[blank 2]_ a factor of p(x).

Match the letters that appear in the blanks of the above sentences with the term that correctly fills in each blank.
is not
is
3
7
0

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Answers: 3

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Consider the polynomial p(x)=x3βˆ’9x2+18xβˆ’25, which can be rewritten as p(x)=(xβˆ’7)(x2βˆ’2x+4)+3. The num...
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