A car travels at a constant speed of 60 km/h. If it starts its journey at 2:00 PM and travels for 2 hours and 45 minutes, what time does it arrive at its destination? - RTA
Understanding Travel Time: A Simple Journey at Constant Speed
Understanding Travel Time: A Simple Journey at Constant Speed
When planning a trip, knowing how travel time affects your schedule is essential. Imagine starting a journey at a precise moment, driving at a steady speed without interruptions. This article breaks down a common scenario: a car traveling at a constant speed of 60 km/h, departing at 2:00 PM, and journeying for 2 hours and 45 minutes. We’ll calculate the exact time it reaches its destination—especially useful when time management matters.
The Departure and Speed
Understanding the Context
Starting at 2:00 PM, the vehicle moves steadily at 60 kilometers per hour. Travel speed remains constant, so the biggest factor in determining arrival time is total journey duration.
Trip Duration Breakdown
- Departure: 2:00 PM
- Travel time: 2 hours and 45 minutes
To calculate the arrival time, simply add the duration to the departure time:
2:00 PM + 2 hours = 4:00 PM
4:00 PM + 45 minutes = 4:45 PM
Image Gallery
Key Insights
Arrival Time at Destination
With stable speed and uninterrupted travel, the car arrives at its destination exactly at 4:45 PM. This timing helps passengers plan meetings, bookings, or connections with confidence.
Why This Matters in Real Life
Understanding travel time ensures punctuality, especially in professional or time-sensitive scenarios. Whether commuting, visiting family, or planning logistics, breaking down the journey into clear time segments allows for better scheduling.
Summary
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- Departure: 2:00 PM
- Travel time: 2 hours 45 minutes
- Arrival: 4:45 PM
Sticking to a constant speed simplifies travel math—making it easier to track progress and time remaining. Next time you’re on the road, use this clear example to stay on schedule.
Keywords: constant speed travel, journey time calculation, car travel time, 60 km/h journey, arrival time logic, daily commute planning
