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This seems like a problem that would consume a lot of time on the Gmat. :/
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Given: A gas station sells three grades of fuel High, Medium and Low. The selling price of High grade is $2.20 per gallon, which is 25 percent higher than that of Medium grade, while the price of Low grade is 75 percent of the selling price of Medium grade.

Asked: If on a given day the station sells twice as much Low grade gas as Medium grade gas, and 4 times as much Medium grade gas as High grade gas, with total revenue of $99, how many gallons of fuel did the station sell?

The selling price of high grade fuel per gallon = $2.2
The selling price of median grade fuel per gallon = $2.2/1.25 = $1.76
The selling price of high grade fuel per gallon = $1.76*.75 = $1.32

Let the gallons of low grade fuel sold = 8x
Gallons of median grade fuel sold = 4x
Gallons of low grade fuel sold = x

Revenues = 2.2x + 1.76*4x + 1.32*8x = $99
x = 5

Gallons of fuel sold = 8x + 4x + x = 13x = 65 gallons

IMO D
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