Question
Question Express in simplest radical form. \[ -\sqrt{10}-\sqrt{10} \]
Ask by Black Carrillo. in the United States
Mar 10,2025
Upstudy AI Solution
Tutor-Verified Answer
Answer
The expression in simplest radical form is \(-2\sqrt{10}\).
Solution
- Combine like radicals:
\[
-\sqrt{10} - \sqrt{10} = -2\sqrt{10}
\]
- Therefore, the expression in simplest radical form is:
\[
-2\sqrt{10}
\]
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Simplify this solution Extra Insights
When combining like terms, you can add the coefficients of the radicals. Here, you have \(-\sqrt{10} - \sqrt{10}\). Think of it like having two negative apples; you just have more of the same. So, \(-\sqrt{10} - \sqrt{10} = -2\sqrt{10}\). This is your simplest radical form!
