14 buses 0.1 15 buses B. For the equation \( 0.34 \div n=34 \), what value of \( n \) makes the equation true? (A) 0.01 (B) 0.1 (C) 10 (D) 100

To solve the equation \( 0.34 \div n = 34 \), we can rewrite it as \( 0.34 = 34n \). Dividing both sides by 34 gives \( n = \frac{0.34}{34} \), which simplifies to \( n = 0.01 \). So, the correct answer is (A) 0.01. Math is all around us, and solving equations like this one is crucial for real-world applications. For example, calculating discounts, determining rates, or converting currencies all use fundamental concepts like division and multipliers. When you break down everyday problems with math principles, it can simplify your decision-making process, just like finding the right value for \( n \)!