Driving Cost from Camarillo, California to San Dimas, California

A picture depicting a gas pump

Gas Prices and the Cost of a Trip between Camarillo and San Dimas, California

Introduction

Planning a trip from Camarillo, California to San Dimas, California? One critical factor to consider is the cost of the journey, primarily determined by gas prices. In this article, we will explore the various routes you can take between the two cities, highlighting the cost and distance associated with each route. By the end, you will have a comprehensive understanding of the best route to choose based on current gas prices.

Route Options

Route 1: Via US-101 N and I-10 E

Distance: 87 miles

Gas Price (per gallon): $4.25

Average Fuel Efficiency: 25 miles per gallon

Starting from Camarillo, take US-101 N towards Thousand Oaks. Merge onto I-405 N and continue until reaching I-10 E. Continue on I-10 E until reaching San Dimas. This route is the most direct option, but let's evaluate the cost of the trip based on the current gas prices.

To calculate the cost, we need to estimate the number of gallons needed for the journey. Considering an average fuel efficiency of 25 miles per gallon, the total number of gallons required is 3.48 (87 miles / 25 miles per gallon). Multiplying the number of gallons by the gas price per gallon ($4.25), we find that the cost of this route is approximately $14.79.

Route 2: Via CA-23 N and CA-118 E

Distance: 102 miles

Gas Price (per gallon): $3.99

Average Fuel Efficiency: 25 miles per gallon

Another option is to take CA-23 N and then CA-118 E. This route might be longer in terms of distance, but it may be a more scenic drive compared to the previous option.

Following this route, you would drive north on US-101 from Camarillo and then take the exit for CA-23 N towards Moorpark/Fillmore. Continue on CA-23 N until reaching CA-118 E, which you will follow all the way to San Dimas.

To calculate the cost, we apply the same formula as before. With a total distance of 102 miles and an average fuel efficiency of 25 miles per gallon, we need approximately 4.08 gallons (102 miles / 25 miles per gallon). Multiplying the number of gallons by the gas price per gallon ($3.99), we find a cost of approximately $16.03 for this route.

Route 3: Via CA-1 N, CA-27 N, and I-10 E

Distance: 105 miles

Gas Price (per gallon): $4.10

Average Fuel Efficiency: 25 miles per gallon

If you prefer a more coastal and scenic route, you can take advantage of the beautiful Pacific Coast Highway (CA-1) and then merge onto CA-27 N before finally joining I-10 E towards San Dimas.

To estimate the cost, we apply the same calculation as before. With a total distance of 105 miles and an average fuel efficiency of 25 miles per gallon, we require approximately 4.20 gallons (105 miles / 25 miles per gallon). By multiplying the number of gallons by the current gas price per gallon ($4.10), we find that this route will cost approximately $17.22.

While all three routes will get you to your destination, the differences in distance and gas prices must be considered when making a decision. By comparing the costs, we can determine the most budget-friendly option. Let's compare the total costs for each route:

  1. Route 1: $14.79
  2. Route 2: $16.03
  3. Route 3: $17.22

Based on the current gas prices and considering the cost-efficiency, Route 1 via US-101 N and I-10 E is the best option to choose. It offers the shortest distance and the lowest cost among the three routes, making it the most economical choice for your trip.

Additionally, Route 1 is a direct route, allowing you to reach your destination faster than the other alternatives. Saving both time and money, this route offers the ideal combination for a cost-effective and convenient journey between Camarillo and San Dimas.

Conclusion

Your trip from Camarillo to San Dimas, California can be made more cost-effective by considering the current gas prices and choosing the best route accordingly. While the distance might vary between the routes, the cost can be a significant factor to consider.

After evaluating the options, Route 1 stands out as the most efficient route. Spanning a distance of 87 miles and taking advantage of US-101 N and I-10 E, it ensures a cost of approximately $14.79. Plan your trip wisely, enjoy the scenic beauty along the way, and reach your destination hassle-free and within budget.