Question

How can you rewrite 812 using a root?(1 point)
Responses

8–√
Start Root 8 End Root

8–√1
root index 1 Start Root 8 End Root

8–√12
root index Start Fraction 1 over 2 End Fraction Start Root 8 End Root

12−−√8
root index 8 Start Root Start Fraction 1 over 2 End Fraction End Root

Answer 1

To rewrite the number 812 using a root, a suitable option is to express it as a root of a square.

One way to do this is to recognize that:

\[ 812 = (sqrt{812})^2 \]

However, from the options you've listed, none seem to directly represent that relationship. Let's analyze the options:

1. **8–√**: This notation is unclear and does not represent any mathematical meaning related to the number 812.

2. **8–√1**: This still does not correlate well with the number 812.

3. **8–√12**: This does not equal 812 and is not the root form.

4. **12−−√8**: This also doesn't relate to 812 or root forms clearly.

Given these points, here is how you could express 812 using a root, although it does not seem to match any option:

\[
812 = \sqrt{812^2}
\]

If you need to specifically choose one of the options provided, it seems they're not quite appropriate to express 812 with a root. If you have other options or if you'd like to clarify your requirement, let me know for further assistance!