%5E2-without-parentheses.jpeg "(6u)^2 Without Parentheses")
Understanding (6u)^2 Without Parentheses
In mathematics, (6u)^2 represents the square of the entire expression "6u." This means we are multiplying "6u" by itself.
Here's how to break it down:
Expanding the Expression
- (6u)^2 = (6u) * (6u)
Applying the Distributive Property
- (6u) * (6u) = 6u * 6u
Simplifying the Expression
- 6u * 6u = 36u^2
Therefore, (6u)^2 without parentheses is equivalent to 36u^2.
Key Points
- The square applies to both the coefficient (6) and the variable (u).
- We multiply the coefficients (6 * 6) and the variables (u * u).
Remember: Always apply the order of operations (PEMDAS/BODMAS) when simplifying expressions with parentheses.