Using laws of exponents, simplify and write the answer in exponential form:
`a^(4)xxb^4`

Answer

To simplify the expression \( a^4 \times b^4 \) using the laws of exponents, we can follow these steps:

### Step-by-Step Solution:

1. **Identify the Expression**: We start with the expression \( a^4 \times b^4 \).

2. **Recognize the Law of Exponents**: According to the laws of exponents, when we multiply two terms with the same exponent but different bases, we can combine them. Specifically, the rule states that \( m^n \times p^n = (m \times p)^n \).

3. **Apply the Law**: In our case, we have:
\[ a^4 \times b^4 = (a \times b)^4 \]

4. **Write in Exponential Form**: Thus, we can write the simplified expression as:
\[ (a \times b)^4 \]

### Final Answer:
The simplified form of \( a^4 \times b^4 \) is \( (a \times b)^4 \).

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