SUMMARY
The speed of the car is definitively calculated to be 60 miles per hour (mph). The cyclist travels at a speed of 12 mph and arrives 20 minutes late, meeting the car 5 miles before the station. Given that the cyclist takes 25 minutes to cover the 5 miles, the car takes only 5 minutes, confirming its speed of 60 mph.
PREREQUISITES
- Understanding of basic speed, distance, and time relationships
- Familiarity with unit conversions between minutes and hours
- Knowledge of algebraic manipulation for solving equations
- Ability to interpret and analyze word problems
NEXT STEPS
- Study the formula for speed, distance, and time calculations
- Learn how to solve word problems involving relative motion
- Explore real-world applications of speed calculations in transportation
- Investigate the impact of delays on travel time and speed
USEFUL FOR
Students, educators, and professionals in fields requiring mathematical problem-solving, particularly in physics and transportation logistics.