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(5u)^2

less than a minute read Jun 16, 2024
(5u)^2

Understanding (5u)^2

In mathematics, (5u)^2 represents the square of the expression 5u. Let's break down how to solve this.

Understanding the Concepts

  • Exponent: The exponent "2" indicates that we are multiplying the base (5u) by itself.
  • Base: The base is the expression being multiplied by itself, which is 5u in this case.

Solving (5u)^2

To solve this, we need to apply the exponent rule: (ab)^n = a^n * b^n

  1. Apply the rule: (5u)^2 = 5^2 * u^2
  2. Simplify: 5^2 * u^2 = 25u^2

Conclusion

Therefore, (5u)^2 simplifies to 25u^2. It's important to remember that the exponent applies to both the coefficient (5) and the variable (u).

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