According to exponent rules, what is the rational exponent in the equivalent expression to ^35 enter your response in fraction form

Answer 1

To express \(35\) as a rational exponent, we can write it in terms of a base raised to a fractional exponent. The number \(35\) can be expressed as:

\[ 35 = 35^1 \]

In terms of rational exponents, if you want to express it with a denominator, it can be written as follows:

\[ 35^1 = 35^{\frac{1}{1}} \]

Therefore, the rational exponent in the equivalent expression for \(35\) is:

\[ \frac{1}{1} \]

If the question is asking for just the representation of \(35\) as a basic rational exponent, that is the answer. If you're looking for something more specific or a different context, please clarify!