Q#3 Radicals and Rational Exponentss

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What is a radical?

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A radical is an expression that includes a root, such as a square root (√) or cube root (∛). It represents the inverse operation of exponentiation.

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What is a rational exponent?

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How do you simplify @@ oot{n}{a^m}@@?

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What is the relationship between radicals and rational exponents?

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How do you solve @@ oot{3}{n^6 + 5} - 2 = (n^6 + 5)^{-} - 2@@?

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How do you simplify @@rac{3^{rac{11}{2}}}{3^{rac{4}{2}}} = oot{3}{3^y}@@?

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What is the simplified form of @@5x^2 oot{3}{2x^2} - 2 oot{3}{16x^8} + x^2 oot{3}{54x^2}@@?

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The simplified form is @@4x^2 oot{3}{2x^2}@@.

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This property allows you to add the exponents when multiplying like bases.

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This property allows you to subtract the exponents when dividing like bases.