# Which polynomial is in standard form?

$
\begin{aligned}
& 12 x-14 x^{4}+11 x^{5} \
& -6 x-3 x^{2}+2 \
& 11 x^{3}-6 x^{2}+5 x \
& 14 x^{9}+15 x^{12}+17
\end{aligned}
$

Question

# Which polynomial is in standard form?

$
\begin{aligned}
& 12 x-14 x^{4}+11 x^{5} \
& -6 x-3 x^{2}+2 \
& 11 x^{3}-6 x^{2}+5 x \
& 14 x^{9}+15 x^{12}+17
\end{aligned}
$

StudyXY · Accepted Answer

: The standard form of a polynomial is when the terms of the polynomial are arranged in descending order of their degrees. : Let's examine each option and arrange the terms in descending order of their degrees. : Based on the arrangement, we can determine which polynomial is in standard form. : Option 2 is the only polynomial that already has terms in descending order. The polynomial $-6 x-3 x^{2}+2$ is in standard form.

Q
QuestionAnatomy and Physiology

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Step 1
: The standard form of a polynomial is when the terms of the polynomial are arranged in descending order of their degrees.

Step 2
: Let's examine each option and arrange the terms in descending order of their degrees.

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