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Driving Cost from Baldwin Park, California to Loma Linda, California

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The Cost of Driving from Baldwin Park to Loma Linda

Are you planning on driving from Baldwin Park to Loma Linda? If so, you might be wondering how much it will cost you. There are several routes you can take, each with its own distance, time, and cost. In this blog post, we'll take a closer look at the different routes you can take and help you determine which one is the best choice for you based on current gas prices.

Route 1: I-10 E

The first route you can take is via I-10 E. This route is the shortest distance at 20.2 miles. However, due to heavy traffic, it can take approximately 30 minutes to reach your destination. The cost of gas for this route is estimated to be around $2.75 per gallon. If your vehicle gets an average of 25 miles per gallon, you will use approximately one gallon of gas for your trip, costing you around $2.75 in gas alone.

Route 2: I-210 E and I-215 S

The second route is via I-210 E and I-215 S. This route is slightly longer at 24.1 miles. Due to less traffic, it can take approximately 35 minutes to reach your destination. The cost of gas for this route is estimated to be around $2.75 per gallon. If your vehicle gets an average of 25 miles per gallon, you will use approximately one gallon of gas for your trip, costing you around $2.75 in gas alone.

Route 3: I-210 E, I-15 S, and I-215 S

The third and final route is via I-210 E, I-15 S, and I-215 S. This route is the longest at 28.1 miles. Due to the distance, it can take approximately 40 minutes to reach your destination. The cost of gas for this route is estimated to be around $2.75 per gallon. If your vehicle gets an average of 25 miles per gallon, you will use approximately one and a half gallons of gas for your trip, costing you around $4.13 in gas alone.

Tolls

It's important to note that there are no tolls for any of the routes listed above.

In conclusion, the cost to drive from Baldwin Park to Loma Linda can vary based on the route you take. While Route 1 may be the shortest and cheapest, Route 3 is the longest and most expensive due to the added mileage. Keep in mind current gas prices when determining the cost of your trip. Safe travels!

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