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Determine whether the expression $\sqrt[3]{27}$ is rational

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Solution

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Final answer to the problem

true

Step-by-step Solution

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  • Integrate by partial fractions
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  • FOIL Method
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Calculate the power $\sqrt[3]{27}$

Learn how to solve rationals and irrationals problems step by step online.

$rational\left(3\right)$

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Learn how to solve rationals and irrationals problems step by step online. Determine whether the expression 27^(1/3) is rational. Calculate the power \sqrt[3]{27}. Apply the formula: rational\left(a\right)=true, where a=3.

Final answer to the problem

true

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Function Plot

Plotting: $true$

Similar Problems Solved

$rational\left(\frac{1+irational\left(\sqrt{3}\right)}{18}\right)$

$rational2.1331333133331$

$rational7.466446644$

$rational1.4300$

$irrational2.1331333133331$

$irrational1.41352897$

$irrational\:\sqrt[3]{6125}$

Main Topic: Rationals and Irrationals

A rational term is an algebraic term that doesn't have literal part inside a radical. An irrational term does have literal part inside a radical.

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