The Cost of a Trip between Blackhawk, California and Newark, California

Are you planning a trip between Blackhawk and Newark in California? If so, you are probably wondering about the cost of the trip. This article will provide you with all the information you need to calculate the cost of a trip between these two cities based on current gas prices.

ROUTES AND DISTANCE

Before we calculate the cost of the trip, let's look at the possible routes you can take. The two most popular routes between Blackhawk and Newark are:

Route 1: I-680 S and I-880 S (33.7 miles)

This is the shortest route, and it takes approximately 35 minutes to travel, depending on traffic. To get on this route, you need to take Blackhawk Rd and then turn left onto Norris Canyon Rd. Continue driving on Norris Canyon Rd until you reach I-680 S. Take this highway and then merge onto I-880 S towards San Jose/Milpitas.

Route 2: I-580 W and I-880 S (38 miles)

This route is longer than route 1, but it may be faster depending on traffic. To get on this route, you need to take Blackhawk Rd and then turn left onto Camino Tassajara Rd. Continue driving on Camino Tassajara Rd until you reach I-580 W. Take this highway and then merge onto I-880 S towards San Jose/Milpitas.

COST

To calculate the cost of the trip, we need to consider the distance and the current gas prices. As of August 2021, the average gas price in California is $4.38 per gallon. Based on the distance and the fuel efficiency of your vehicle, we can estimate the cost of the trip using the following formula:

Cost = Distance x (Price per gallon / Miles per gallon)

Let's calculate the cost of the trip for each route.

Route 1: I-680 S and I-880 S

The distance between Blackhawk and Newark using this route is approximately 33.7 miles. If your vehicle has an average fuel efficiency of 25 miles per gallon, the cost of the trip would be:

Cost = 33.7 x (4.38 / 25) = $5.89

Route 2: I-580 W and I-880 S

The distance between Blackhawk and Newark using this route is approximately 38 miles. If your vehicle has an average fuel efficiency of 25 miles per gallon, the cost of the trip would be:

Cost = 38 x (4.38 / 25) = $6.66

Based on these calculations, Route 1 is the cheaper route, with a cost of $5.89, while Route 2 would cost $6.66.

RECOMMENDATION

If you are looking for the cheapest way to travel between Blackhawk and Newark, we recommend Route 1. It is the shortest and most direct route, and it will save you approximately $0.77 compared to Route 2.

CONCLUSION

In conclusion, the cost of a trip between Blackhawk and Newark is influenced by the route you take and the current gasoline prices. The cheapest route to take is Route 1, which will cost you approximately $5.89 based on the current gas prices and the fuel efficiency of your vehicle. We hope this article has provided you with enough information to calculate the cost of your trip and choose the best route for your needs. Safe travels!