Simplify: (-3c)^(3) Answer:

Raise to Power: To simplify (-3c)^(3), we need to raise both the coefficient (-3) and the variable (c) to the power of 3. This is because when we have a term raised to a power, we raise both the number and the variable to that power. Calculate (-3)^3: Now we calculate (-3)^3. Since -3 is a negative number and we are raising it to an odd power, the result will be negative. Raise variable to power: Next, we raise c to the power of 3. Since there is no coefficient in front of c, we simply write c^3. Combine results: Now we combine the results from the previous steps to get the final simplified expression.

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Simplify: $\newline$ $(-3 c)^{3}$ $\newline$ Answer:

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Algebra 2

Simplify variable expressions using properties

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Q. Simplify:

\newline

(-3 c)^{3}

\newline

Answer:

Raise to Power: To simplify $(-3c)^{3}$ , we need to raise both the coefficient $(-3)$ and the variable $(c)$ to the power of $3$ . This is because when we have a term raised to a power, we raise both the number and the variable to that power.
Calculate $(-3)^3$ : Now we calculate $(-3)^3$ . Since $-3$ is a negative number and we are raising it to an odd power, the result will be negative.
Raise variable to power: Next, we raise $c$ to the power of $3$ . Since there is no coefficient in front of $c$ , we simply write $c^3$ .
Combine results: Now we combine the results from the previous steps to get the final simplified expression.