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Chapter 0: Problem 25

Simplify each exponential expression. $$x^{0} y^{5}$$

Short Answer

Expert verified
The simplified version of the expression is \(y^{5}\).

Step by step solution

01

Simplify \(x^{0}\)

According to the zero exponent rule, any number or variable to the power of zero is 1, thus\(x^{0}\) simplifies to 1.
02

Evaluate \(y^{5}\)

There are no numbers to simplify in the term \(y^{5}\), so it remains as is.
03

Final Result

After simplifying \(x^{0}\) to 1 and leaving \(y^{5}\) as is, the exponential expression simplifies to \(1 * y^{5}\) or simply \(y^{5}\).

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