Braxton Pugh
2021-07-30
Answered

Simplify radical expression $3\sqrt{125}-\sqrt{20}+\sqrt{27}$

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wornoutwomanC

Answered 2021-07-31
Author has **81** answers

Explanation:

Answered 2021-12-13

Simplify the following:

Simplify radicals.

Simplify radicals.

Multiply 3 and 5 together.

Simplify radicals.

Add the numbers in

Add like terms.

Answer:

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We need to calculate: The simplified value of the radical expression $\sqrt[3]{\sqrt[3]{2a}}$

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graph the following. be sure to include the ordered pairs, including any existing x-intercepts (logarithms) and y-intercept (exponentials) along with asymptotes.

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Simplify the expression and express the
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$\frac{\sqrt[3]{8{x}^{2}}}{\sqrt{x}}$

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Simplify the expression, answering with rational exponents and not radicals. To enter ${x}^{\frac{m}{n}},$ type ${x}^{\left(\frac{m}{n}\right)}.$

$\sqrt{7}\left\{n\right\}\sqrt{7}\left\{n\right\}=?$

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To calculate:

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Give two mixed radicals that are equivalent to $\sqrt{500}$ . Which answer is in simplest radical form? How do you know?

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The simplified value of the radical expression