Identify base and exponent: Identify the base and the exponent. In the expression 1^5, 1 is the base raised to the exponent 5. Base: 1 Exponent: 5Apply exponent rule: Apply the exponent rule. Any non-zero number raised to any power is the number itself. Since the base is 1, and 1 raised to any power is always 1, we can say that 1^5 = 1 without expanding it.Write final answer: Write the final answer. Therefore, the simplest form of 1^5 is 1.

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Evaluate. $\newline$ $1^{5}=$

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Grade 8

Powers with negative bases

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Q. Evaluate.

\newline

1^{5}=

Identify base and exponent: Identify the base and the exponent. $\newline$ In the expression $1^5$ , $1$ is the base raised to the exponent $5$ . $\newline$ Base: $1$ $\newline$ Exponent: $5$
Apply exponent rule: Apply the exponent rule. $\newline$ Any non-zero number raised to any power is the number itself. Since the base is $1$ , and $1$ raised to any power is always $1$ , we can say that $1^5 = 1$ without expanding it.
Write final answer: Write the final answer. $\newline$ Therefore, the simplest form of $1^5$ is $1$ .