Write in exponential notation: (-3)^(5)(-3)

Identify Base and Multiplication: Identify the base and the number of times it is being multiplied. In the expression (-3)^(5)(-3), the base is -3 and it is being multiplied by itself a total of 5 times in the first term, and then one more time with the additional (-3).Add Number of Multiplications: Add the number of times the base is being multiplied. Since the base -3 is multiplied by itself 5 times and then one more time, we add 5 + 1 to get the total number of times -3 is being multiplied by itself. 5 + 1 = 6Write in Exponential Notation: Write the expression in exponential notation. The base -3 multiplied by itself a total of 6 times can be written in exponential notation as (-3)^6.

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Write in exponential notation:

(-3)^(5)(-3)

Write in exponential notation: $\newline$ $(-3)^{5}(-3)$

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Algebra 2

Evaluate rational exponents

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Q. Write in exponential notation:

\newline

(-3)^{5}(-3)

Identify Base and Multiplication: Identify the base and the number of times it is being multiplied. $\newline$ In the expression $(-3)^{5}(-3)$ , the base is $-3$ and it is being multiplied by itself a total of $5$ times in the first term, and then one more time with the additional $(-3)$ .
Add Number of Multiplications: Add the number of times the base is being multiplied. $\newline$ Since the base $-3$ is multiplied by itself $5$ times and then one more time, we add $5 + 1$ to get the total number of times $-3$ is being multiplied by itself. $\newline$ $5 + 1 = 6$
Write in Exponential Notation: Write the expression in exponential notation. $\newline$ The base $-3$ multiplied by itself a total of $6$ times can be written in exponential notation as $(-3)^6$ .