Question
12. A Railway line at Station \( X \) is 594 Meters long, how many vehicles can be parked in such a tr if each vehicle is 13.5 Meters long? (2.0 Mar
Ask by Vargas Burgess. in Tanzania
Feb 20,2025
Upstudy AI Solution
Tutor-Verified Answer
Answer
44 vehicles can be parked in the railway line at Station \( X \).
Solution
To find out how many vehicles can be parked in the railway line at Station \( X \), we need to divide the total length of the railway line by the length of each vehicle.
Given:
- Total length of the railway line at Station \( X \) = 594 meters
- Length of each vehicle = 13.5 meters
Let's calculate the number of vehicles that can be parked in the railway line:
Number of vehicles = Total length of railway line / Length of each vehicle
Number of vehicles = 594 / 13.5
Let's calculate this.
Calculate the value by following steps:
- step0: Calculate:
\(\frac{594}{13.5}\)
- step1: Convert the expressions:
\(\frac{594}{\frac{27}{2}}\)
- step2: Multiply by the reciprocal:
\(594\times \frac{2}{27}\)
- step3: Reduce the numbers:
\(22\times 2\)
- step4: Multiply the numbers:
\(44\)
Therefore, 44 vehicles can be parked in the railway line at Station \( X \).
Answered by UpStudy AI and reviewed by a Professional Tutor
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Simplify this solution Extra Insights
To find out how many vehicles can be parked on a 594-meter long railway line, you divide the total length of the line by the length of each vehicle. So, \( 594 \div 13.5 \) gives you approximately 44 vehicles. This means that a total of 44 vehicles can be comfortably parked along the railway line, utilizing the entire length! When calculating space like this, a common mistake is not accounting for any potential gaps or spacing between the vehicles. In a real-world application, it's also wise to consider adding a little extra room to ensure that all vehicles can park and leave without hassle.
