Write the polynomial in two ways: with its missing terms and by leaving space for them.
-$w^{3}+6$
A) $\begin{aligned} & w^{3}+0 w^{2}+6 \ & w^{3}+6\end{aligned}$
B) $\begin{aligned} & \mathrm{w}^{3}+0 \mathrm{w}+6 \ & \mathrm{w}^{3}+6\end{aligned}$
C) $w^{3}+6$
$\mathrm{w}^{3}+6$
D) $\begin{aligned} & \mathrm{w}^{3}+0 \mathrm{w}^{2}+0 \mathrm{w}+6 \ & \mathrm{w}^{3}+6\end{aligned}$

Question

Quizplus · Accepted Answer

Option D correctly includes all missing terms ($0w^2$ and $0w$) in the polynomial, showing the placeholders for the quadratic and linear terms, and also presents the original polynomial without placeholders.

Write the Polynomial in Two Ways: with Its Missing Terms w3+6w^{3}+6w3+6

Write the Polynomial in Two Ways: with Its Missing Terms $w^{3}+6$