(4u)^2 Without Parentheses

less than a minute read Jun 16, 2024

Simplifying (4u)^2

The expression (4u)^2 represents the square of the entire term 4u. This means we multiply 4u by itself:

(4u)^2 = (4u) * (4u)

To simplify this, we can apply the distributive property of multiplication:

(4u) * (4u) = 4 * u * 4 * u

Rearranging the terms, we get:

4 * 4 * u * u = 16 * u^2

Therefore, (4u)^2 simplified without parentheses is 16u^2.

Key Points:

Exponents: The exponent 2 applies to the entire term within the parentheses, including the coefficient and variable.
Distributive Property: This allows us to multiply each factor individually.
Simplification: Combining the coefficients and the variables raised to their respective powers.