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AP Business with Personal Finance: Household Decision Drill 28

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About This Drill

AP Business with Personal Finance: Household Decision Drill 28 is a practice drill. It contains 5 original questions created by Brian Stewart, a Barron's test prep author with over 20 years of tutoring experience.

A personal-finance decision drill in which a household applies decision criteria to three used cars using total cost of ownership; it uses an invented company and original figures.

Passage

Tobias Renner is buying a used car and has narrowed the choice to three. He plans to keep the car for 3 years. To compare them fairly he looks at total cost of ownership, which is the sticker price plus the estimated fuel and repair costs over the 3 years, not just the sticker price.

Tobias Renner: Three Used Cars (dollars)

CarSticker priceFuel + repairs over 3 yearsTotal cost of ownership
Car A9,0006,00015,000
Car B11,0003,00014,000
Car C8,0007,50015,500

Questions & Explanations

Question 1. Q1. Which car has the lowest sticker price?

  • A) Car A
  • B) Car B
  • C) Car C ✓
  • D) All three are the same

Explanation: The answer is C (Car C). Car C's sticker price is 8,000, which is below Car A's 9,000 and Car B's 11,000. A and B name cars with higher sticker prices. D is wrong because the three sticker prices differ.

Question 2. Q2. Comparing the cars on sticker price plus fuel and repairs, rather than on sticker price alone, is an example of which idea?

  • A) Total cost of ownership ✓
  • B) Opportunity cost given the circumstances described here
  • C) Sunk cost
  • D) Gross profit

Explanation: The answer is A (total cost of ownership). Total cost of ownership adds the ongoing costs of using an item to its purchase price, which is exactly what the table does. B is wrong because opportunity cost is the value of a forgone alternative, not the sum of an item's own costs. C names money already spent that cannot be recovered. D is a business income measure unrelated to comparing personal purchases.

Question 3. Q3. How much more does Car C cost than Car B over the 3 years, measured by total cost of ownership?

  • A) 300 dollars
  • B) 500 dollars
  • C) 1,000 dollars
  • D) 1,500 dollars ✓

Explanation: The answer is D (1,500 dollars). Car C's total cost of ownership is 15,500 and Car B's is 14,000, so the difference is 15,500 minus 14,000, which is 1,500. A, B, and C are smaller differences that do not match the two totals in the table.

Question 4. Q4. Why does Car C have the lowest sticker price but not the lowest total cost of ownership?

  • A) Because its sticker price is actually the highest
  • B) Because its higher fuel and repair costs more than offset the savings from its low sticker price ✓
  • C) Because total cost of ownership ignores the sticker price and counts only later operating costs in this ownership-cost comparison
  • D) Because Car B has the lowest sticker price

Explanation: The answer is B. Car C starts cheapest at 8,000 but its fuel and repairs over 3 years are 7,500, the highest of the three, and that pushes its total to 15,500, the highest total. A is false because Car C's sticker price is the lowest, not the highest. C misstates the concept; total cost of ownership includes the sticker price. D is wrong because Car C, not Car B, has the lowest sticker price.

Question 5. Q5. Tobias's stated goal is the lowest total cost of ownership over the 3 years. Which car should he choose?

  • A) Car A, because its fuel and repair costs are in the middle and make it cheapest
  • B) Car B, because its total cost of ownership of 14,000 is the lowest of the three ✓
  • C) Car C, because it has the lowest sticker price
  • D) Car A, because it has the lowest total cost of ownership

Explanation: The answer is B. The criterion is the lowest total cost of ownership, and Car B's total of 14,000 is below Car A's 15,000 and Car C's 15,500, so Car B is the better choice under that criterion. A picks a car on the wrong basis. C uses sticker price, which is not the stated goal. D names the wrong car as lowest; Car A's total is 15,000, not the lowest.