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A Taxi company purchased a new car 4 years ago. It is loosing $1955 every year and is now worth $15,425. What was

the original price of the truck?
find the-
Current Value
Value of depreciation
Original Price
Time passed

User Timoteo
by
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1 Answer

7 votes

Final answer:

The original price of the car was $23,245, which is calculated by adding the current value of $15,425 to the total depreciation over 4 years ($1,955 per year) resulting in an additional $7,820.

Step-by-step explanation:

The question asks us to determine the original price of a car purchased by a Taxi company that depreciates in value over time. The current given data are the car's current value, which is $15,425, and the annual depreciation of $1,955. Moreover, it states that 4 years have passed since the purchase. The formula to find the original price is:

Original Price = Current Value + (Depreciation × Time Passed)

Original Price = $15,425 + ($1,955 × 4 years)

Original Price = $15,425 + $7,820

Original Price = $23,245

Thus:

  • Current Value: $15,425
  • Value of Depreciation: $7,820 ($1,955 per year for 4 years)
  • Original Price: $23,245
  • Time Passed: 4 years
User SanMu
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