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(Solved): Find the polynomial of the specified degree whose graph is shown. Degree 3 \[ P(x)= \] -/2 Points] ...
![Find the polynomial of the specified degree whose graph is shown.
Degree 3
\[
P(x)=
\]
-/2 Points]
Find a sixth-degree polyno](https://media.cheggcdn.com/media/8d2/8d2f9433-a7d2-4b4f-bf29-bca1740aa698/phpaJptbS)
Find the polynomial of the specified degree whose graph is shown. Degree 3 \[ P(x)= \] -/2 Points] Find a sixth-degree polynomial that has a zero of multiplicity 3 at \( x=3 \), a zero of multiplicity 2 at \( x=0 \), and a zero at \( x=2 \). \[ P(x)= \]
Expert Answer
in the first part as we can see that the polynomial cuts x-axis at -1,5,6 Hence the roots will be -1,5,6 The polynomial will be of the form P(x)=k(x+1