$5 $4 $3.5 $3 $2.5 $2 $1.25 MR $0 15 25 30 50 Quantity Refer to the graph shown. If the monopoly firm maximizes profit, it will produce: 15 units of output and producer surplus will be $16.875. 15 units of output and producer surplus will be $28.125. O 25 units of output and producer surplus will be $15.625. 30 units of output and producer surplus will be $60. Price MC D
$5 $4 $3.5 $3 $2.5 $2 $1.25 MR $0 15 25 30 50 Quantity Refer to the graph shown. If the monopoly firm maximizes profit, it will produce: 15 units of output and producer surplus will be $16.875. 15 units of output and producer surplus will be $28.125. O 25 units of output and producer surplus will be $15.625. 30 units of output and producer surplus will be $60. Price MC D
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
![### Understanding Monopoly Profit Maximization
Monopoly firms determine their profit-maximizing output by equating marginal cost (MC) and marginal revenue (MR). This graph provides a visual representation of this principle.
#### Graph Explanation
- **Axes**:
- The vertical axis represents the price level (ranging from $0 to $5).
- The horizontal axis represents the quantity of output (ranging from 0 to 50 units).
- **Curves**:
- **Demand Curve (D)**: The downward-sloping line shows the relationship between price and the quantity demanded.
- **Marginal Cost Curve (MC)**: The upward-sloping line highlights how marginal cost varies with different levels of output.
- **Marginal Revenue Curve (MR)**: The downward-sloping line initially steep and crossing the quantity axis further right than the demand curve indicates the additional revenue gained from selling one more unit.
#### Profit Maximization Point
- The point where the **MC** curve intersects with the **MR** curve represents the profit-maximizing quantity of output.
From the graph:
- This intersection occurs at a quantity of **25 units** and a price slightly above $2.50.
#### Quiz Questions
Based on the graph, the following options are given for a monopoly firm's output and producer surplus:
- **Option 1**: 15 units of output and producer surplus will be $16.875.
- **Option 2**: 15 units of output and producer surplus will be $28.125.
- **Option 3**: 25 units of output and producer surplus will be $15.625.
- **Option 4**: 30 units of output and producer surplus will be $60.
Given the detailed graph analysis, the correct choice for the profit-maximizing quantity of output, if the monopoly firm aims to maximize its profit, is **25 units of output**. However, for producer surplus, additional calculations are needed, typically involving the area between the demand and supply curves up to this quantity. This task is not directly derivable from the graph provided.
#### Conclusion
To maximize profit, the monopoly firm should produce where marginal cost equals marginal revenue. In this graph, that point is at 25 units of output.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F15e09de2-1440-44d2-a373-285a082c29ed%2F7a7d494a-2346-4b36-92f4-4089563e8dad%2Fgh9hn2q_processed.jpeg&w=3840&q=75)
Transcribed Image Text:### Understanding Monopoly Profit Maximization
Monopoly firms determine their profit-maximizing output by equating marginal cost (MC) and marginal revenue (MR). This graph provides a visual representation of this principle.
#### Graph Explanation
- **Axes**:
- The vertical axis represents the price level (ranging from $0 to $5).
- The horizontal axis represents the quantity of output (ranging from 0 to 50 units).
- **Curves**:
- **Demand Curve (D)**: The downward-sloping line shows the relationship between price and the quantity demanded.
- **Marginal Cost Curve (MC)**: The upward-sloping line highlights how marginal cost varies with different levels of output.
- **Marginal Revenue Curve (MR)**: The downward-sloping line initially steep and crossing the quantity axis further right than the demand curve indicates the additional revenue gained from selling one more unit.
#### Profit Maximization Point
- The point where the **MC** curve intersects with the **MR** curve represents the profit-maximizing quantity of output.
From the graph:
- This intersection occurs at a quantity of **25 units** and a price slightly above $2.50.
#### Quiz Questions
Based on the graph, the following options are given for a monopoly firm's output and producer surplus:
- **Option 1**: 15 units of output and producer surplus will be $16.875.
- **Option 2**: 15 units of output and producer surplus will be $28.125.
- **Option 3**: 25 units of output and producer surplus will be $15.625.
- **Option 4**: 30 units of output and producer surplus will be $60.
Given the detailed graph analysis, the correct choice for the profit-maximizing quantity of output, if the monopoly firm aims to maximize its profit, is **25 units of output**. However, for producer surplus, additional calculations are needed, typically involving the area between the demand and supply curves up to this quantity. This task is not directly derivable from the graph provided.
#### Conclusion
To maximize profit, the monopoly firm should produce where marginal cost equals marginal revenue. In this graph, that point is at 25 units of output.
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