The Cost of Driving From Bluffdale, Utah to Santa Clara, Utah

If you're planning a road trip from Bluffdale, Utah to Santa Clara, Utah, you're in for a treat! Utah is a beautiful state with stunning landscapes along the way. But before you hit the road, it's important to consider the cost of the trip based on current gas prices. In this blog post, we'll explore different routes, the distance of each route, the time it takes, and the cost of each route. So buckle up and let's go!

Route 1: I-15 S

The shortest and most common route from Bluffdale to Santa Clara is taking Interstate 15 South. This route covers a distance of approximately 323 miles. With a smooth drive, you can expect to reach your destination in about 4 and a half hours.

To calculate the cost of this route, we'll assume a gas price of $2.50 per gallon. Considering the average fuel efficiency of a car at 25 miles per gallon on the highway, you would require around 13 gallons of gas for the trip. Multiplying these values, we find that the cost of this route would be approximately $32.50 for gas.

Route 2: US-6 E and US-89 S

For a more scenic option, you can choose to take US-6 East and then US-89 South. This route is known for its picturesque landscapes, making the journey truly enjoyable. The distance covered through this route is approximately 356 miles. It might take you an extra hour compared to the previous route due to the winding roads and stops along the way.

To calculate the cost of this route, we'll consider the same gas price of $2.50 per gallon. With an average fuel efficiency of 25 miles per gallon, you would need around 14.2 gallons of gas. This means that the cost of this route would be approximately $35.50.

Route 3: UT-68 S and I-15 S

If you're looking for a budget-friendly option, you can take UT-68 South and then merge onto I-15 South. Though this route adds a few extra miles, the savings might make it worth considering. The total distance covered through this route is approximately 340 miles. You can expect to reach your destination in about 4 hours and 45 minutes.

Using the same gas price of $2.50 per gallon and assuming an average fuel efficiency of 25 miles per gallon, you would need around 13.6 gallons of gas for this route. Therefore, the cost of this route would be approximately $34.

When planning your road trip, it's also essential to consider toll prices. Fortunately, there are no tolls on any of these routes, so you won't have to worry about any additional expenses while driving.

Now that you have a good idea about the different routes, their distances, times, and costs, you can make an informed decision that suits your preferences and budget. Whichever route you choose, enjoy the journey and make unforgettable memories along the way!

Note: Gas prices mentioned in this blog post are based on fictional values and may not reflect current prices. Please check the most up-to-date gas prices before your trip.

Happy travels!