Answer: $6765.35 or $6765 and 35 cents .
Explanation:
Given : New cars purchased for $20,300 the value of the car depreciate at 8.75% per year.
i.e. Initial value :

Rate of depreciation : r= 8.75% =0.0875
Time : t= 12 years
Formula :
, where A is the value of car after t years.
Substitute the corresponding values , we get



[Rounded to the nearest cent]
Hence, the value of the car after 12 years will be $6765.35 .