To convert a radical to a rational exponent, express the radical in terms of a fractional exponent. For example, the square root of a number ( x ) can be written as ( x^{1/2} ), while the cube root can be expressed as ( x^{1/3} ). In general, the ( n )-th root of ( x ) is represented as ( x^{1/n} ). This allows for easier manipulation of the expression using exponent rules.
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