(4b^4)^2 Without Exponents

Jasonbradley

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Jun 16, 2024

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Expanding (4b^4)^2 Without Exponents

This expression represents squaring the entire term (4b^4). Let's break it down:

Understanding the Concept

• Exponent: The small number "2" in (4b^4)^2 indicates that we need to multiply the base (4b^4) by itself twice.

Expanding the Expression

1. Rewrite the expression: (4b^4)^2 is the same as (4b^4) * (4b^4).
2. Multiply the coefficients: 4 * 4 = 16.
3. Multiply the variables: b^4 * b^4 = b^(4+4) = b^8.

Final Result

Therefore, (4b^4)^2 expanded without exponents is 16b^8.