Express in simplest radical form.square root of, 7, x, to the power 9 , end square root7x 9

Question

Express in simplest radical form.

$\sqrt{7x^{9}}$

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Solution

The expression you provided seems to be a bit unclear, but I'm assuming you're asking for the simplification of the square root of 7x to the power of 9.

Here's how you can simplify it:

Break down the expression inside the square root into parts that are squares. In this case, (7x^9) can be written as (7^2 * x^8 * 7x).
The square root of 7^2 is 7, the square root of x^8 is x^4.
The square root of 7x cannot be simplified further, so it stays under the square root.

So, the simplified form of the square root of 7x to the power of 9 is 7x^4 * sqrt(7x).

This problem has been solved

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Express in simplest radical form.square root of, 7, x, to the power 9 , end square root7x 9 ​

Question