The Cost of a Trip from Chandler, Arizona to Manhattan Beach, California: Exploring Different Routes on a Budget

If you're looking to travel from Chandler, Arizona to Manhattan Beach, California, you might be concerned about the cost of the trip. With gas prices fluctuating, it can be hard to determine the exact cost of the trip. However, with a little research, you can get a good idea of how much you'll need to budget for your travel expenses. In this article, we'll explore different possible routes for the trip, highlighting the costs and distances of each one, and ultimately recommending the best route for those on a budget.

Possible Routes

When it comes to getting from Chandler to Manhattan Beach, there are a few possible routes to choose from. Here are some of the most popular ways to go:

Route 1: Take I-10 W and I-605 N

The first possible route is to take I-10 W and I-605 N. This route covers a distance of approximately 411 miles and takes around 6 hours and 20 minutes depending on traffic. This is the most popular route that people take, as it is the quickest and most direct route.

Route 2: Take US-60 W and I-10 W

Another possible route is to take US-60 W and I-10 W. This route covers a distance of approximately 432 miles and takes around 7 hours depending on traffic. While this route is slightly longer, it can be a good option if you want to avoid heavy traffic on I-10.

Route 3: Take I-17 S and I-10 W

You can also take I-17 S and I-10 W on your journey to Manhattan Beach. This route covers a distance of approximately 455 miles and takes around 7 hours and 30 minutes depending on traffic. This is the longest route, but it can be scenic and offer some beautiful desert views.

Cost Breakdown

Once you've determined which route you want to take, it's time to figure out how much the trip will cost you. To calculate the cost of the trip, you'll need to take into account the gas prices, the distance of the route, and your vehicle's fuel efficiency. For this article, we'll be using the average gas prices in the United States.

Route 1: Take I-10 W and I-605 N

Using the gas price average of $3.18 per gallon, the cost of gas for this route would be approximately $59.48 for a car that gets 25 miles per gallon. This route covers a distance of approximately 411 miles, which puts the total cost of gas for this route at around $120.

Route 2: Take US-60 W and I-10 W

Using the same gas price average, the cost of gas for this route would be approximately $62.01 for a car that gets 25 miles per gallon. Since this route covers a distance of approximately 432 miles, the total cost of gas for this route would be around $125.

Route 3: Take I-17 S and I-10 W

Finally, using the same gas price average, the cost of gas for this route would be approximately $65.75 for a car that gets 25 miles per gallon. Since this route covers a distance of approximately 455 miles, the total cost of gas for this route would be around $135.

Recommended Route

After considering the cost of each route, it's clear that Route 1, taking I-10 W and I-605 N, is the most cost-effective option. It's not only the shortest and quickest route, but it's also the cheapest at only $120 in gas costs. While Route 2 is a close second, it's slightly longer and only saves you a few dollars in gas costs. Route 3, while scenic, is the longest and most expensive route.

Conclusion

In conclusion, if you're looking to travel from Chandler to Manhattan Beach on a budget, the best route to take is I-10 W and I-605 N. This route covers a distance of approximately 411 miles and takes around 6 hours and 20 minutes depending on traffic. With gas prices of around $3.18 per gallon, the total cost of gas for this route is around $120. By taking this route, you can save both time and money on your trip.