The Cost of a Trip Between Castro Valley, California and Sunnyvale, California
Are you planning a trip between Castro Valley and Sunnyvale in California? Then you must be wondering about the cost of the trip based on current gas prices. In this article, we will break down the possible routes, highlight their cost and distance, and recommend the best route for you.
Possible Routes
Before we can calculate the cost of the trip, we need to look at the possible routes between these two locations. There are mainly three routes:
- Route 1: Via I-880 S and CA-237 W
- Route 2: Via I-680 S and I-280 N
- Route 3: Via I-580 W and I-680 S
Let’s take a closer look at each route.
Route 1: Via I-880 S and CA-237 W
This is the shortest route between the two locations, with a total distance of 27 miles. The route takes you through the cities of Hayward, Milpitas, and San Jose. You start on I-880 S, continue onto CA-237 W, and then exit at Mathilda Avenue.
Route 2: Via I-680 S and I-280 N
This is the longest route, with a total distance of 45 miles. The route takes you through the cities of Pleasanton, Dublin, and San Ramon. You start on I-680 S, continue onto I-280 N, and then exit at Wolfe Road.
Route 3: Via I-580 W and I-680 S
This route has a total distance of 32 miles and takes you through the cities of Dublin, Pleasanton, and San Ramon. You start on I-580 W, continue onto I-680 S, and then exit at Wolfe Road.
Cost of Each Route
Now that we know the distance of each route, let’s calculate the cost of the trip based on current gas prices. According to AAA, the average gas price in California in August 2021 was $4.32 per gallon. We will assume that the car used for the trip gets an average of 25 miles per gallon.
Route 1: Via I-880 S and CA-237 W
Since the distance of this route is only 27 miles, a round trip will be 54 miles. If we assume that the car used for the trip gets an average of 25 miles per gallon, then it will consume 2.16 gallons of gas for the round trip.
2.16 gallons * $4.32 = $9.33
So the total cost of the trip for this route is approximately $9.33.
Route 2: Via I-680 S and I-280 N
Since the distance of this route is 45 miles, a round trip will be 90 miles. If we assume that the car used for the trip gets an average of 25 miles per gallon, then it will consume 3.6 gallons of gas for the round trip.
3.6 gallons * $4.32 = $15.55
So the total cost of the trip for this route is approximately $15.55.
Route 3: Via I-580 W and I-680 S
Since the distance of this route is 32 miles, a round trip will be 64 miles. If we assume that the car used for the trip gets an average of 25 miles per gallon, then it will consume 2.56 gallons of gas for the round trip.
2.56 gallons * $4.32 = $11.06
So the total cost of the trip for this route is approximately $11.06.
Best Route
Based on the analysis above, it is clear that Route 1 is the cheapest option for this trip. Not only is it the shortest route, but it also has the lowest gas consumption. However, it is important to note that there may be other factors that make other routes more desirable, such as traffic, tolls, or scenic views.
Conclusion
In conclusion, the cost of a trip between Castro Valley and Sunnyvale depends on the route that you take. Route 1, via I-880 S and CA-237 W, is the cheapest option, while Route 2, via I-680 S and I-280 N, is the most expensive. Based on current gas prices, the cost of the trip ranges from approximately $9.33 to $15.55. However, other factors such as traffic and tolls may affect the actual cost of the trip. We hope this article has been helpful in planning your trip, and we wish you a safe and enjoyable journey.