Question
Find values of $k$ so that each remainder is $3 .$$$\left(x^{2}-x+k\right) \div(x-1)$$
Step 1
The divisor is $x-1$, so the value of $x$ that makes the divisor zero is $x=1$. The coefficients of the polynomial $x^{2}-x+k$ are $1$, $-1$, and $k$. Show more…
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