(3p)^2 Without Exponents

Jasonbradley

less than a minute read

·

Jun 16, 2024

24

Share

Understanding (3p)^2 Without Exponents

The expression (3p)^2 represents the square of the entire term (3p). This means we are multiplying (3p) by itself.

Breaking it Down:

1. Understanding the term (3p): This represents the product of 3 and the variable p. We can think of it as 3 times p.
2. Squaring the term: Squaring means multiplying the term by itself. Therefore, (3p)^2 is equivalent to (3p) * (3p).

Expanding the Expression:

Using the distributive property, we can expand the multiplication:

(3p) * (3p) = 3 * p * 3 * p

Rearranging the terms:

3 * 3 * p * p = 9 * p * p

Simplified Result:

Finally, we can write the result without exponents using multiplication:

9 * p * p

Therefore, (3p)^2 without exponents is equivalent to 9 multiplied by p multiplied by p.