The Cost of a Trip between Burbank, California and Garden Grove, California: A Comparison of Routes Based on Current Gas Prices
If you're planning a trip between Burbank and Garden Grove, whether for work or leisure purposes, you may be wondering how much it will cost you in terms of gas expenses. After all, gas prices can fluctuate greatly from day to day and depending on the location. There are also several possible routes you can take, each with its own distance, traffic, and gas cost considerations. In this article, we'll compare the cost and distance of three routes between Burbank and Garden Grove, based on current gas prices as of May 2021. We'll then recommend the best route based on your preferences and budget.
Route 1: I-5 South
The first and most direct route between Burbank and Garden Grove is to take I-5 South all the way. According to Google Maps, this route is about 49.4 miles long and should take around 55 minutes without traffic. However, in reality, there may be traffic jams, especially during rush hour or weekends.
In terms of gas cost, the amount will depend on your vehicle's fuel efficiency and the current price of gas. As of May 2021, the average gas price in California is about $3.95 per gallon. Assuming your car gets 25 miles per gallon (mpg) on the highway, you can expect to use around 2 gallons of gas for the trip, which would cost you about $8. Assuming a return trip, your total gas expenses would be around $16.
Route 2: CA-134 East and CA-57 South
Another possible route between Burbank and Garden Grove is to take CA-134 East and then merge onto CA-57 South. This route is slightly longer than the first one, with a distance of about 54.7 miles. However, it may be less congested or faster depending on the traffic conditions.
According to Google Maps, this route should take around 1 hour and 5 minutes without traffic. In terms of gas cost, assuming the same fuel efficiency and gas price as before, you can expect to use around 2.2 gallons of gas for the one-way trip, which would cost you about $8.70. Assuming a return trip, your total gas expenses would be around $17.40.
Route 3: CA-170 South and I-405 South
Finally, a third option is to take CA-170 South and then merge onto I-405 South. This route is the longest of the three with a distance of about 64.7 miles. However, it may also be more scenic or convenient depending on your starting or ending locations.
According to Google Maps, this route should take around 1 hour and 15 minutes without traffic. In terms of gas cost, assuming the same fuel efficiency and gas price as before, you can expect to use around 2.6 gallons of gas for the one-way trip, which would cost you about $10.27. Assuming a return trip, your total gas expenses would be around $20.54.
Recommendation: Route 1
So which route should you take between Burbank and Garden Grove based on the cost and distance considerations? Generally speaking, if your main goal is to save money on gas expenses, the first route along I-5 South is the most cost-effective one. It is also the shortest and most straightforward, with fewer turns or merges.
However, if you have other factors to consider such as the time of day, the traffic conditions, or the scenic views, then you may prefer one of the other routes instead. For instance, if you want to avoid the busiest highways or see more of the local attractions, Route 3 may be a better fit for you.
Ultimately, the best route depends on your personal preferences and needs, but we hope that this article has given you a better sense of the cost and distance of each option. Whatever route you choose, make sure to plan ahead, check the traffic and weather conditions, and stay safe on the road.
Conclusion
In summary, there are three possible routes between Burbank and Garden Grove, each with its own distance, traffic, and gas cost considerations. Based on the current gas prices as of May 2021 and assuming a fuel efficiency of 25 mpg, the first route along I-5 South would cost you around $16 for a round trip, while the other two routes would cost you around $17-$21. However, the best route for you depends on your preferences and priorities. Safe travels!