Translate the phrase into an algebraic expression: \( g \) beats in 45 seconds. Select the correct answer below: \( \frac{g \text { seconds }}{45 \text { beats }} \) \( \frac{45 \text { beats }}{g \text { seconds }} \) \( \frac{g \text { beats }}{45 \text { seconds }} \) \( \frac{45 \text { seconds }}{g \text { beats }} \)

When you see the phrase "g beats in 45 seconds," it suggests that \( g \) represents the number of beats and 45 seconds is the time taken for those beats. The correct algebraic expression that reflects this relationship is \( \frac{g \text{ beats}}{45 \text{ seconds}} \), which tells us how many beats occur per second. If you're ever unsure about translating phrases into expressions, remember that clarifying the relationship between the numbers can help. Break it down: what is being measured, and in what time frame? This way, you won't mix up your variables and units!