Final Answer:
The ratio of FMU students to coastal students is 3:5.
Step-by-step explanation:
To calculate the ratio of FMU students to coastal students, we need to first determine the number of students at each location. Let’s assume that there are 300 students at FMU and 500 students at the coastal area. To find the ratio, we divide the number of FMU students by the number of coastal students.
So, 300 ÷ 500 = 0.6. This means that for every student at FMU, there are 0.6 students at the coastal area. To express this as a ratio, we multiply both numbers by a common factor to get whole numbers. Multiplying by 10 gives us a ratio of 3:5, which means for every 3 FMU students, there are 5 coastal students.
Understanding ratios is essential in comparing quantities and understanding their relationships. In this case, the ratio of 3:5 tells us that for every group of 3 FMU students, there are 5 coastal students.
Ratios are useful in various real-world scenarios such as financial analysis, population comparisons, and more. It’s important to note that ratios can be simplified or expressed in different forms, but they always represent the same relationship between quantities.
Ratios are a fundamental concept in mathematics and have wide applications in various fields including business, science, and engineering.
Understanding how to calculate and interpret ratios is crucial for making informed decisions based on comparisons between different quantities.