Question

Question
How can you rewrite 913
using a root?(1 point)

Answer 1

To rewrite \( 913 \) using a root, you can express it as a power. One way to do this is to note that \( 913 \) is the square of some number.

First, we can look for a nearby integer whose square is close to \( 913 \). The integer \( 30 \) gives:

\[
30^2 = 900
\]

and

\[
31^2 = 961.
\]

Since \( 913 \) lies between \( 30^2 \) and \( 31^2 \), it can be approximated, but for a more precise representation using roots directly, we can express it as:

\[
913 = \sqrt{913^2}.
\]

Thus, a root representation of \( 913 \) is:

\[
\sqrt{913^2}.
\]

Alternatively, for a neater format, we can keep it as:

\[
\sqrt{(31^2 - 48)} \text{ (which shows it being slightly less than \( 31 \)).}
\]

However, the simplest representation would be just:
\[
\sqrt{913^2}.
\]