How do you convert from a radical expression to a rational exponent?

Im just a little confused so if someone could explain this to me, thatd be great!

To convert a radical expression to a rational exponent, identify the root index of the radical as this will be the denominator of the rational exponent. The base remains unchanged. The rational exponent is 1 over the root index.

To convert a radical expression to a rational exponent, you need to understand the connection between them. In mathematics, the 'nth root of a' can be written as a radical expression or as a to the power of 1/n, which is the rational exponent form.

For example, if we have √a (square root of a), which is a radical expression, it can be written as a^(1/2) in rational exponent form. Similarly, the cube root of a (3√a) translates to a^(1/3).

Here are the steps for conversion:

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A. One car salesperson makes a monthly salary of $100,$100, plus $400$400 commission for each car sold.
The other car salesperson makes a monthly salary of $70,$70, plus $550$550 commission for each car sold.

For which number of cars, cc, do they make the same amount in one month?



B.One car salesperson makes a monthly salary of $400,$400, plus $100$100 commission for each car sold.
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For which number of cars, cc, do they make the same amount in one month?



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For which number of cars, cc, do they make the same amount in one month?

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-----------------------
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