Driving Cost from Cupertino, California to Santa Clara, California

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The Cost of a Trip Between Cupertino and Santa Clara based on Current Gas Prices

Introduction

As we all know, the cost of a trip can vary greatly depending on the distance and the current price of gas. In this article, we will analyze the cost of a trip between Cupertino, California and Santa Clara, California based on the current gas prices. We will explore the different routes, their distances, and the estimated cost of gas for each route. By the end of this article, you will have a clear understanding of the most cost-effective route for your trip.

Route 1: CA-85 S

The first route we will explore is taking CA-85 S from Cupertino to Santa Clara. The distance between the two cities via this route is approximately 5.5 miles. Based on the current average gas price in California, which is $3.60 per gallon, the estimated cost of gas for this route would be around $2.15 one way.

Route 2: I-280 N

Another possible route is taking I-280 N from Cupertino to Santa Clara. This route is slightly longer, with a distance of approximately 7 miles. The estimated cost of gas for this route, based on the current average gas price, would be around $2.80 one way.

Route 3: I-880 N

Lastly, we have I-880 N as a potential route from Cupertino to Santa Clara. This route has a distance of approximately 8.5 miles. The estimated cost of gas for this route, based on the current average gas price, would be around $3.10 one way.

Based on the analysis of the routes and their estimated costs, the most cost-effective route for the trip between Cupertino and Santa Clara is CA-85 S. While it is the shortest route in terms of distance, it also proves to be the most economical in terms of gas costs. Therefore, we recommend taking CA-85 S for this trip.

Conclusion

In conclusion, the most cost-effective route for the trip between Cupertino and Santa Clara, based on the current gas prices, is taking CA-85 S. With an estimated gas cost of $2.15 one way, this route is not only the shortest but also the most economical. We hope this information helps you plan your trip and saves you some money on gas.