(3p^3)^2 Without Exponents

Jasonbradley

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Jun 16, 2024

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Simplifying (3p^3)^2

This expression involves exponents, and we can simplify it by expanding it out.

Understanding the Exponents

• (3p^3)^2: This means we are multiplying the entire expression (3p^3) by itself twice.

Expanding the Expression

1. Distribute the exponent:

   • (3p^3)^2 = (3p^3) * (3p^3)

2. Multiply the coefficients:

   • 3 * 3 = 9

3. Multiply the variables:

   • p^3 * p^3 = p^(3+3) = p^6

4. Combine the results:

   • 9p^6

Final Result

Therefore, (3p^3)^2 simplified without exponents is 9p^6.