Final Answer:
The school minibus traveled 192 kilometers.
Step-by-step explanation:
To convert miles to kilometers, we use the given conversion rate: 1 kilometer equals 5/8 of a mile. So, to find the distance in kilometers, we multiply the number of miles by the conversion factor. In this case, the school minibus traveled 300 miles, so the distance in kilometers is calculated as 300×5/8=192 kilometers. This multiplication accounts for both the conversion from miles to kilometers and the specific conversion factor provided.
Understanding conversion factors is crucial for accurate unit conversion in various contexts, including distance measurements. In this scenario, knowing the relationship between miles and kilometers allows us to express the distance covered by the school minibus in the desired unit. Converting units is a fundamental skill in mathematics and practical applications, ensuring consistency and precision in measurements. In this case, the school minibus covered a distance of 192 kilometers based on the provided conversion factor of 5/8 miles per kilometer.
The ability to convert units is essential not only in mathematics but also in fields such as science, engineering, and everyday measurements. It facilitates effective communication of information and ensures that data from different sources or in different units can be appropriately compared and analyzed.