Question Translate the phrase into an algebraic expression: \( p \) students to 25 teachers. Select the correct answer below: \( \frac{p \text { teachers }}{25 \text { students }} \) \( \frac{p \text { students }}{25 \text { teachers }} \) \( \frac{25 \text { students }}{p \text { teachers }} \) \( \frac{25 \text { teachers }}{p \text { students }} \)

Did you know that ratios have been utilized for centuries to compare quantities? From ancient trade agreements to modern statistical analysis, understanding ratios like \( p \) students to 25 teachers helps in making informed decisions in education and beyond. It's all about finding a balance! In real-world application, this phrase represents how we can describe the relationship between students and teachers in a classroom setting. If you had 100 students, for example, maintaining that ratio with 25 teachers would imply a teacher-student ratio of 1:4, which is a great standard for personalized attention!