Simplify expression and express your answer using rational indicators. Suppose all letters represent positive numbers.

Ernstfalld
2021-08-02
Answered

Simplify expression and express your answer using rational indicators. Suppose all letters represent positive numbers.

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Nola Robson

Answered 2021-08-03
Author has **94** answers

Step 1

Concept used:

If a - a real number, n - positive integer

The above statement can be expressed as,

Step 2

The property of n the root after combine the

Substitute 5 for n, 3 for m and x for a in the above equation.

Thus, the solution of the expression

asked 2021-08-06

To calculate: $\sqrt{\frac{3y}{20}}$

The single radical of the expression.

The single radical of the expression.

asked 2021-08-20

The present cost of the model.

Given:

Cost of 250 gallon reactor 20 years ago was $780,000.

Power sizing exponent is 0.56.

Increase in construction cost over 20 years is from 141 to 556.

Given:

Cost of 250 gallon reactor 20 years ago was $780,000.

Power sizing exponent is 0.56.

Increase in construction cost over 20 years is from 141 to 556.

asked 2021-01-02

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

$\sqrt{3}\left\{27{m}^{2}\right\}=?$

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We need to calculate: The simplified form of $\sqrt[5]{{x}^{2}{y}^{2}}\text{}\cdot \text{}\sqrt[4]{x}$

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Simplify the expression and express the
answer using rational exponents. Assume that all letters denote positive numbers.

$\frac{\sqrt[3]{8{x}^{2}}}{\sqrt{x}}$

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4\ \frac{9}{16}+1\ \frac{5}{8}

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To rationalize the denominator of the expression $\frac{3}{2-\sqrt{3}}$