For a specific 120-mile route, it is cheaper to drive than to take Amtrak, based on gasoline costs.
Driving Cost Analysis for a 120-Mile Route
When evaluating travel options, the cost of driving can be significantly lower, particularly when focusing on fuel expenses. For a journey covering a distance of 120 miles, the estimated cost of gasoline makes driving the more economical choice.
Here's a breakdown of the driving cost:
- Distance: 120 miles
- Car Fuel Efficiency: Approximately 25 miles per gallon (MPG)
- Gasoline Cost: In June 2024, the average cost of gasoline in California was around $4.80 per gallon.
To calculate the fuel needed for the 120-mile journey, divide the distance by the car's fuel efficiency:
120 miles / 25 MPG = 4.8 gallons
Now, to find the total gasoline cost, multiply the gallons needed by the price per gallon:
4.8 gallons * $4.80/gallon = $23.04
Therefore, the cost to drive this route, considering only gasoline, is approximately $23.
Cost Comparison Summary
| Factor | Driving Details (120 Miles) |
|---|---|
| Distance | 120 miles |
| Car Fuel Efficiency | 25 miles per gallon |
| Gasoline Cost (June 2024, CA) | $4.80 per gallon |
| Total Estimated Gasoline Cost | Around $23 |
| Comparison to Amtrak | For this specific scenario, driving is the cheaper option based on fuel costs. |
While a direct comparison with Amtrak ticket prices for this exact route is not provided, the calculated driving cost of around $23 for gasoline demonstrates that driving is the more budget-friendly alternative for fuel alone. This makes it a preferred choice for cost-conscious travelers on this particular route.
It's important to consider that a full cost analysis for driving might also include factors like vehicle wear and tear, maintenance, tolls, parking fees, and insurance, which are not covered in the gasoline-only calculation. Similarly, Amtrak offers different classes and booking options that affect ticket prices, alongside benefits like comfort and reduced stress. However, based purely on the direct fuel expense, driving holds the cost advantage for this specific trip.
