Hi All,

While this question IS wordy, the math behind it is just arithmetic. If you break the prompt into 'pieces', then the work shouldn't be too difficult. The first two sentences tell us that the total car expenses were $18,000, fuel and maintenance costs accounted for 1/3 of THAT total and depreciation accounted for 3/5 of the REMAINDER.

TOTAL = $18,000
Fuel/Maint. = (1/3)($18,000) = $6,000
Remainder = $18,000 - $6,000 = $12,000

Depreciation = (3/5)($12,000) = $7,200

Next, we're told that
Insurance = 3(Financing)
Insurance + Financing = (1/5)($18,000)

Here, we have a 'system' of equations (2 variables and 2 unique equations), so we can solve for both variables...

Insurance + Financing = $3,600
3(Financing) + Financing = $3,600
4(Financing) = $3,600
Financing = $900

Insurance + $900 = $3,600
Insurance = $2,700

At this point, we have....
Total = $18,000
Fuel/Maint. = (1/3)($18,000) = $6,000
Depreciation = (3/5)($12,000) = $7,200
Financing = $900
Insurance = $2,700

$6,000 + $7,200 + $900 + $2,700 = $16,800

This leaves $1,200 for the remaining costs, which we're told are the Taxes and Licensing Fees

Taxes&Licensing = $1,200

The question asks how much more/less the Financing cost was compared to the Taxes&Licensing....

$900 - $1,200 = - $300 = $300 LESS

Final Answer: D

GMAT assassins aren't born, they're made,
Rich