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Old 02-13-2019, 01:35 PM
 
9 posts, read 3,808 times
Reputation: 10

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...

Last edited by choosecar; 02-13-2019 at 01:36 PM.. Reason: could you delete this thread? didn't mean to ask it yet
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Old 02-13-2019, 02:03 PM
 
19,775 posts, read 18,055,300 times
Reputation: 17257
Quote:
Originally Posted by choosecar View Post
...
Expected miles driven divided by the auto's expected mileage (city, highway, combo take the listed mileage per car in this fashion a normally aspirated car will typically get .85 or so of claimed mileage, turbo cars .80 or less) times expected gas prices per car.

Example:

1,000 miles per month, mfg/EPA claim car gets 20 mpg combined, gas say is $2.10 gallon.........

1,000 / (20 x .85 = 17) x 2.10
1,000 / 17 x 2.10 = $123.52 gas per month. Do that for both autos and you'll be very close.
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Old 02-13-2019, 04:28 PM
 
Location: Summit, NJ
1,878 posts, read 2,025,943 times
Reputation: 2482
Above looks right. The essential relation is:

(dollars / gallon ) / (miles / gallon) = dollars / mile.

E.g. ($2.50 /gallon) / (20 miles / gallon) = $0.125 per mile
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Old 02-14-2019, 11:46 AM
 
11,230 posts, read 9,308,278 times
Reputation: 32252
Ummm...


Monthly cost for car 1, less monthly cost for car 2.


And this is in "colleges and universities", exactly why?
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Old 02-16-2019, 11:37 PM
 
Location: North Dakota
10,350 posts, read 13,925,188 times
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What does this have to do with colleges and universities?
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Old 02-17-2019, 03:51 AM
 
996 posts, read 1,235,199 times
Reputation: 1512
Quote:
Originally Posted by NDak15 View Post
What does this have to do with colleges and universities?
Maybe they're driving back and forth to college?? :-)

And not to be a jerk (okay I am) instead of college one may want to go back to grade school or Junior High if one doesn't know how to figure fuel costs ... JS
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Old 02-26-2019, 04:49 AM
 
Location: Texas Hill Country
23,656 posts, read 13,964,967 times
Reputation: 18855
Quote:
Originally Posted by averysgore View Post
Above looks right. The essential relation is:

(dollars / gallon ) / (miles / gallon) = dollars / mile.

E.g. ($2.50 /gallon) / (20 miles / gallon) = $0.125 per mile

That is the basic equation between my Forester and the F-250....which produced a result that the latter is about 2.5X as expensive to operate.


Now, other things can be added in but essentially when it comes to this or that, that's it.


The nice thing about the above is that it can easily be done in one's head.
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