use one exponent to condense the expression below. then compute and/or simplify.
$-3xz \cdot -3xz \cdot -3xz \cdot -3xz$
answer attempt 1 out of 2
type the base, then use the $a^b$ button or type the ^ symbol on your keyboard for the exponent.
condensed form:
answer:

Question

Accepted Answer

# Explanation:
## Step1: Identify the base and count factors
The expression is $-3xz \cdot -3xz \cdot -3xz \cdot -3xz$. The base for each factor is $-3xz$, and there are 4 factors.
## Step2: Apply exponent rule
Using the rule $a \cdot a \cdot \dots \cdot a$ (n times) $= a^n$, we get $(-3xz)^4$.
## Step3: Simplify the exponentiation
Calculate $(-3)^4 = 81$, $x^4$, $z^4$, so $(-3xz)^4 = 81x^4z^4$.
# Answer:
Condensed Form: $-3xz$ $^4$
Answer: $81x^4z^4$ (or in the form with exponent: $81x^4z^4$ can be written as $81x^{4}z^{4}$, but following the input style, for the answer box with $a^b$, we can also present the base as $81x^4z^4$ with exponent 1, but more accurately, the simplified form is $81x^4z^4$ which is $(-3xz)^4$ simplified. However, based on the problem's request for condensed form first then answer, the condensed form is $(-3xz)^4$ and the answer is $81x^4z^4$.)

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QUESTION IMAGE

Question

Explanation:

Step1: Identify the base and count factors

Step2: Apply exponent rule

Step3: Simplify the exponentiation

Answer: