A factory produces 100 robots per day. In its accounting ledger for the day, the owner records the following expenses: $5,000 for raw materials, $3,000 for worker wages, and $1,000 for electricity. The factory's operations also create noise that reduces the property value of a neighboring residential area by an estimated $500 per day. From the factory owner's perspective, what is the total private cost of producing the 100 robots for that day?

A robot factory's decision to produce 120 robots per day is based on its private costs, which include the expenses for materials, labor, and the monetary value of the sleep disruption experienced by nearby residents.

Identifying Private Costs for a Robot Factory

Robot Factory Cost Analysis

A robot factory's daily operations involve several expenses and impacts. Match each of the following items to its correct classification from the factory owner's perspective.

A robot factory owner is calculating daily expenses to determine the most profitable number of robots to produce. The owner considers the costs for steel, worker salaries, and energy consumption. In economic terms, these direct expenses that the owner pays are known as the factory's ______ costs.

Factory's Production Decision and Cost Consideration

A robot factory owner determines that producing 120 robots per day yields the highest possible profit. This calculation is based on the factory's expenses for materials, labor, and electricity. However, the noise from producing 120 robots significantly disrupts the sleep of nurses living in an adjacent building. From an economic perspective focused on the firm's decision-making, why does the owner choose to produce 120 robots despite the noise complaints?

A robot factory owner is evaluating two production technologies to produce 120 robots per day.

• Technology A: Costs the factory $10,000 per day in labor, materials, and electricity. The noise from this technology imposes a $1,000 per day cost on a neighboring community due to sleep disruption.
• Technology B: A newer, quieter technology that costs the factory $12,000 per day in labor, materials, and electricity. The noise from this technology imposes only a $200 per day cost on the neighboring community.

Assuming the owner's goal is to maximize the factory's own profit, which technology will be chosen and why?

A business consultant analyzes a robot factory that produces 120 robots per day. This production level is the most profitable for the factory owner, based on the expenses for labor, materials, and electricity. The consultant concludes, 'The factory is making the correct decision from a profit-maximization standpoint, as it is only considering the costs it directly pays.' Which of the following provides the most accurate economic evaluation of the consultant's conclusion?