26.8 Gallons
Worked out by 670 miles divided by 25.
To estimate the gas cost for a drive from Houston, Texas, to Pineville, Missouri, you need to consider the distance (approximately 400 miles), your vehicle's fuel efficiency (miles per gallon), and the current gas price. For example, if your car averages 25 miles per gallon and gas costs $3 per gallon, the trip would require about 16 gallons of gas, totaling around $48. Adjust these figures based on your vehicle's efficiency and local gas prices for a more accurate estimate.
72.64
Faber Drive is based in British Columbia, Canada.
There are numerous local companies but they will vary based on what province and city you are in. If you can send your disk drive in, the best company is called Drive Savers. Those guys can recover most anything but keep in mind that if you have heavily encrypted your drive there is nothing anyone can do.
No. The PS3 operating system loads a specific driver at boot for the internal Blu-Ray drive. With a driver, the external drive will not work. because it is a simple Unix based operating system, there is no plug-n-play capability designed in the programming for an external Blu-Ray drive.
15*32=480
35.2381 Gallons of Gasoline.
893/19=47 47 gallons.
Estimate 30 mpg
179/6.04 = 29.63 mpg
84/3 = 28 miles per gallon.
448 miles is the answerheres the computation:$24 - cost for the trip$1.50 per gallon of Gas28 miles per gallon$24/$1.50= 16 gallons16 gallons X 28 miles per gallon = 448 miles
579 miles / 15 miles per gallon = 38.6 gallons. 38.6 gallons * 3.79 dollars per gallon = $146.30, just for gasoline. To calculate "cost to drive", you may also need to add a quart of oil or the snacks that you bought when you stopped for gas, or tolls.
A simple division problem should yield our answer: 1200 miles ÷ 10 miles/gallon = 120 gallons. Therefore to drive 1200 miles in a vehicle that consumes a gallon of gasoline every 10 miles would require 120 gallons of gas. (Which at approximately $3.50, would be very costly).
Divide mileage (750) by miles per gallon (18) to determine how many gallons will be needed and then multiply by the cost of gas (4.12) to determine the cost for the trip: 750 ÷ 18 = 41.67 x 4.12 = $171.68
Divide 1400 / 30 to get the number of gallons. Then multiply that by the price of gasoline per gallon.
Jace's car used 14 gallons to travel 378 miles. How far can he travel on 13 gallons?