The equation using a fractional exponent is 3√x^2
Given, that the term is the cube root of x square
In numerical terms cube root of x square can be written as ⇒ cube root of
3√x^2
We have to write the expression for the above-given term in the form of a fractional exponent of x.
In 3√x^2, cube root is written in fractional form
(x^2)1/3
Now, powers are multiplied
x^2 × 1/3
x^2/3
Finally x is in power of a fraction.
What is a Fractional Index?
If a numeric exponent is a fraction, it is called a Fractional Index. The exponent indicates the number of times the number is duplicated when multiplied. For example, 42 = 4 × 4 = 16. Where exponent 2 is an integer. In numbers, for example, x1 / y, x is the base, and 1 / y is the exponent of a fraction.
Learn more about fractional exponent here:https://brainly.com/question/535578
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