If $p(t)=-4(t-2)(t+1)$ is quadratic, then it can be written as
$p(t)=\ldots t^{2}+\ldots t+\ldots$. If $p(t)$ is not quadratic, enter "DNE" for each of the blanks.

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The Answer of If $p(t)=-4(t-2)(t+1)$ is quadratic, then it can be written as
$p(t)=\ldots t^{2}+\ldots t+\ldots$. If $p(t)$ is not quadratic, enter "DNE" for each of the blanks.

If p(t)=−4(t−2)(t+1)p(t)=-4(t-2)(t+1)p(t)=−4(t−2)(t+1) Is Quadratic, Then It Can Be Written As p(t)=…t2+…t+…p(t)=\ldots t^{2}+\ldots t+\ldotsp(t)=…t2+…t+…

If $p(t)=-4(t-2)(t+1)$ Is Quadratic, Then It Can Be Written As $p(t)=\ldots t^{2}+\ldots t+\ldots$