The graph below shows the relationship between the distance in miles a delivery truck travels and the number of hours each delivery took. Which best describes the relationship shown on the graph?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The graph below shows the relationship between the distance in miles a delivery truck travels and the number of hours each delivery took. Which best describes the relationship shown on the graph?

 

  • Negative trend
     
  • Positive trend
     
  • Constant trend
     
  • No trend
**Graph Title: Delivery Truck**

This graph displays the relationship between the distance traveled by a delivery truck (in miles) and the number of hours it takes (in hours).

**Axes:**
- The x-axis represents the "Distance (miles)," ranging from 0 to 900 miles.
- The y-axis represents the "Number of Hours," ranging from 0 to 12 hours.

**Data Points:**
- The graph contains several plotted points indicating distance and time pairs:
  - Approximately (100 miles, 4 hours)
  - Approximately (200 miles, 6 hours)
  - Approximately (300 miles, 7 hours)
  - Approximately (400 miles, 8 hours)
  - Approximately (500 miles, 9 hours)
  - Approximately (600 miles, 10 hours)
  - Approximately (700 miles, 11 hours)
  - Approximately (800 miles, 12 hours)

The graph indicates a positive linear relationship, suggesting that as the distance increases, the time required increases proportionally. This could illustrate a consistent speed or rate of travel for the delivery truck.
Transcribed Image Text:**Graph Title: Delivery Truck** This graph displays the relationship between the distance traveled by a delivery truck (in miles) and the number of hours it takes (in hours). **Axes:** - The x-axis represents the "Distance (miles)," ranging from 0 to 900 miles. - The y-axis represents the "Number of Hours," ranging from 0 to 12 hours. **Data Points:** - The graph contains several plotted points indicating distance and time pairs: - Approximately (100 miles, 4 hours) - Approximately (200 miles, 6 hours) - Approximately (300 miles, 7 hours) - Approximately (400 miles, 8 hours) - Approximately (500 miles, 9 hours) - Approximately (600 miles, 10 hours) - Approximately (700 miles, 11 hours) - Approximately (800 miles, 12 hours) The graph indicates a positive linear relationship, suggesting that as the distance increases, the time required increases proportionally. This could illustrate a consistent speed or rate of travel for the delivery truck.
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