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is this the best way to figure MPG?
To calculate fuel economy, start with a full tank; note the odometer (odometer #1) reading. Drive the vehicle normally and note the use mix (city, highway, or city-highway mixed). When the fuel gauge reaches approximately ¼, refill the tank and note the odometer (odometer #2) reading. Subtract odometer #1 from odometer #2; divide the result by the number of gallons purchased. One significant decimal place is sufficient. Examples: Odometer reads 30,455 when the tank is first filled. The vehicle is driven until the fuel gauge reads ¼ ; the odometer reads 30,723. It took 12.7 gallons to fill the tank again. Subtract the 30,455 from 30,723 and divide the result by the 12.7. [30,723 - 30,455 = 268] so [268 / 12.7 = 21.1 MPG]
also, i read this:
While each vehicle reaches its optimal fuel economy at a different speed (or range of speeds), gas mileage usually decreases rapidly at speeds above 60 mph. As a rule of thumb, you can assume that each 5 mph you drive over 60 mph is like paying an additional $0.21 per gallon for gas.
i did not know this. so, all those times i've been driving 78 mph on the highway, i've actually been hurting my fuel economy?
To calculate fuel economy, start with a full tank; note the odometer (odometer #1) reading. Drive the vehicle normally and note the use mix (city, highway, or city-highway mixed). When the fuel gauge reaches approximately ¼, refill the tank and note the odometer (odometer #2) reading. Subtract odometer #1 from odometer #2; divide the result by the number of gallons purchased. One significant decimal place is sufficient. Examples: Odometer reads 30,455 when the tank is first filled. The vehicle is driven until the fuel gauge reads ¼ ; the odometer reads 30,723. It took 12.7 gallons to fill the tank again. Subtract the 30,455 from 30,723 and divide the result by the 12.7. [30,723 - 30,455 = 268] so [268 / 12.7 = 21.1 MPG]
also, i read this:
While each vehicle reaches its optimal fuel economy at a different speed (or range of speeds), gas mileage usually decreases rapidly at speeds above 60 mph. As a rule of thumb, you can assume that each 5 mph you drive over 60 mph is like paying an additional $0.21 per gallon for gas.
i did not know this. so, all those times i've been driving 78 mph on the highway, i've actually been hurting my fuel economy?