📚 Learning Guide
Marginal Analysis
medium

In the context of marginal analysis, how can a firm determine whether it is operating at production efficiency?

Master this concept with our detailed explanation and step-by-step learning approach

Learning Path
Learning Path

Question & Answer
1
Understand Question
2
Review Options
3
Learn Explanation
4
Explore Topic

Choose the Best Answer

A

By comparing marginal cost to average total cost

B

By ensuring that marginal product equals marginal cost

C

By analyzing fixed costs in relation to variable costs

D

By maximizing average revenue

Understanding the Answer

Let's break down why this is correct

Answer

A firm can determine if it is operating at production efficiency by looking at the relationship between the extra output it gains from producing one more unit and the extra cost of making that unit. This is called marginal analysis, where the firm compares the marginal cost of production to the marginal revenue it earns from selling that extra unit. If the marginal revenue is greater than or equal to the marginal cost, the firm is producing efficiently, as it means they are maximizing their profits. For example, if a company finds that making one more toy costs $5 but sells for $7, it shows that producing that toy is efficient. However, if the cost were $8, the firm would be losing money on that extra toy, indicating it needs to adjust its production levels.

Detailed Explanation

A firm is efficient when the extra output from one more unit of input matches the cost of that input. Other options are incorrect because Some might think comparing marginal cost to average total cost shows efficiency; Focusing on fixed and variable costs can be misleading.

Key Concepts

production efficiency
economic efficiency
Topic

Marginal Analysis

Difficulty

medium level question

Cognitive Level

understand

Ready to Master More Topics?

Join thousands of students using Seekh's interactive learning platform to excel in their studies with personalized practice and detailed explanations.