A train travels at a speed of 60 km/h for 2 hours, then increases its speed to 90 km/h for the next 1.5 hours. What is the total distance traveled? - Redraw
Title: How to Calculate Total Distance Traveled by a Train β A Clear Breakdown
Title: How to Calculate Total Distance Traveled by a Train β A Clear Breakdown
When traveling by train, understanding how speed and time affect total distance is essentialβespecially for travelers, logistics planners, and students of physics. A common scenario involves two different speed phases during a journey. Letβs explore a practical example and how to calculate the total distance traveled using simple math.
The Journey Summary
Understanding the Context
In this example, a train travels:
- First segment: At 60 km/h for 2 hours
- Second segment: At 90 km/h for 1.5 hours
Step 1: Calculate Distance for Each Segment
Distance = Speed Γ Time
First Segment:
Speed = 60 km/h
Time = 2 hours
Distance = 60 km/h Γ 2 h = 120 kilometers
Image Gallery
Key Insights
Second Segment:
Speed = 90 km/h
Time = 1.5 hours
Distance = 90 km/h Γ 1.5 h = 135 kilometers
Step 2: Add Both Distances for Total Journey
Total Distance = 120 km + 135 km = 255 kilometers
Final Answer
The train traveled a total distance of 255 kilometers on this journey.
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Why Knowing This Matters
Understanding total distance helps in planning schedules, estimating fuel or energy usage, and improving travel logistics. Whether you're commuting, managing freight transport, or studying transportation efficiency, knowing how to break down multi-speed journeys is a fundamental skill.
Stay informed on travel metrics and improve your journey planning with precise calculations!
Keywords: train travel distance, calculate total distance by train, speed and time formula, distance calculation example, 60 km/h to 90 km/h journey, transportation math, travel efficiency.
