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The cost of driving 400 miles in gas depends on your vehicle's fuel efficiency and the price of gas. For example, if your car averages 25 miles per gallon and gas costs $3.00 per gallon, you would need 16 gallons of gas for the trip, totaling $48. Adjust the calculations based on your vehicle's mileage and current gas prices for a more accurate estimate.
What else can I help you with?
How much would gas cost for a 400 mile drive?
400 divide by miles per gallon times gas price = answer
How much will gas cost if you travel 1500 miles at 14 mpg?
Depending on the mileage, about $400.
How much does it cost to drive 400 miles when you get 10 miles to the gallon?
What ever the price of gas is in your area multiplied by 40.
How much will it cost to drive 400 miles if a van gets 14 miles per gallon and gas cost 3.75 per gallon?
(400/14) x $3.75 = $107.14 (rounded)
How much will it cost to drive 400 miles if a car gets 23 miles per gallon and gas costs 3.50 per gallon?
$60.87
How much would it cost to drive 400 miles if your 15 passenger van gets 20 miles per gallon and gas cost 3.50 per gallon?
70 dollars.
How much in gas will it cost to travel 400 miles in chevrolet trailblazer?
Depends on the miles per gallon this vehicle gets in the price of fuel along the way.
How much will it cost to drive 400 miles if a car gets 30 miles per gallon and gas costs 3.30 per gallon?
400 / 30 = 13.3 gallons.13.3 x 3.30 = $43.89
What is the formula to figure how much it will cost to drive 400 miles?
First you need to know the miles per gallon (mpg) that your vehicle is capable of getting. Then you need to know the updated cost of a gallon of gas (cpg). Then the formula is: 400 divided by mpg X cpg = actual cost
How much will it cost to drive 400 miles if a car gets 18 miles per gallon and gas costs 2.85 per gallon?
400/x = 18/2.85 (400x2.85)/18 = x x = $63.33
How much gas will it take to travel 400 miles at 23 miles per gallon?
400/23=17.4 gallons.
How much will gas cost if you travel 1800 miles and get 25 miles per gallon?
The gas will cost(72) times (the cost of 1 gallon of gas)
