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Driving Cost from Broken Arrow, Oklahoma to Jones, Oklahoma

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The Cost of Driving from Broken Arrow, Oklahoma to Jones, Oklahoma based on Current Gas Prices

If you're planning a trip from Broken Arrow, Oklahoma to Jones, Oklahoma, you're probably wondering about the cost of driving. Depending on which route you take, the distance, time, and cost can vary. Here we'll break down a few different routes you can take and the cost based on current gas prices.

Route 1: Taking the Turner Turnpike

If you take the Turner Turnpike, the distance from Broken Arrow to Jones is approximately 129 miles. It'll take you approximately 2 hours to get there. The cost of the toll is $4.75, and the average gas price is $2.50 per gallon. If your car gets 25 miles per gallon, you'll need approximately 5 gallons of gas for the trip, which will cost you around $12.50. So, in total, the cost for this route would be $17.25.

Route 2: Taking I-44 East

If you take I-44 East, the distance from Broken Arrow to Jones is approximately 136 miles. It'll take you approximately 2 hours and 20 minutes to get there. The average gas price is $2.50 per gallon, and if your car gets 25 miles per gallon, you'll need approximately 5.5 gallons of gas for the trip, which will cost you around $13.75. So, in total, the cost for this route would be $0 (no tolls) + $13.75 = $13.75.

Route 3: Taking US-75 North

If you take US-75 North, the distance from Broken Arrow to Jones is approximately 139 miles. It'll take you approximately 2 hours and 25 minutes to get there. The average gas price is $2.50 per gallon, and if your car gets 25 miles per gallon, you'll need approximately 5.5 gallons of gas for the trip, which will cost you around $13.75. So, in total, the cost for this route would be $0 (no tolls) + $13.75 = $13.75.

Route 4: Taking OK-51 East

If you take OK-51 East, the distance from Broken Arrow to Jones is approximately 143 miles. It'll take you approximately 2 hours and 30 minutes to get there. The average gas price is $2.50 per gallon, and if your car gets 25 miles per gallon, you'll need approximately 5.75 gallons of gas for the trip, which will cost you around $14.38. So, in total, the cost for this route would be $0 (no tolls) + $14.38 = $14.38.

Regardless of which route you take, it's important to note that gas prices can fluctuate, and toll prices may change over time. It's always a good idea to plan ahead, check for current prices, and budget accordingly. Safe travels!

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