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Understanding Profit Maximization in Markets
Sep 29, 2024
Lecture on Profit Maximization in Competitive Markets
Key Concepts
Competitive Market
: Firms have no control over prices; must accept the market price.
Profit
: Calculated as total revenue minus total cost.
Total Revenue (TR)
: Price multiplied by quantity sold.
Total Cost (TC)
: Sum of fixed costs and variable costs.
Types of Costs
Fixed Costs
: Costs that do not vary with output.
Example: Rental cost for land.
Opportunity Cost
: The cost of forgoing the next best alternative.
Economic profit includes opportunity costs, unlike accounting profit.
Variable Costs
: Costs that vary with output.
Examples: Electricity for operations, transportation costs.
Profit Maximization
Objective: Choose the quantity of output that maximizes profit.
Profit Equation
: Profit = TR - TC
Calculus Method
: Maximize function by setting derivative of profit with respect to quantity to zero.
Marginal Revenue (MR)
: Change in total revenue from selling an additional unit.
Marginal Cost (MC)
: Change in total cost from producing an additional unit.
Profit is maximized when MR = MC.
Intuitive Explanation
Compare additional revenues and costs for decision making.
If MR > MC: Produce more to increase profit.
If MR < MC: Produce less to increase profit.
Profit Maximization Condition
: MR = MC
Diagram Explanation
Competitive Firm
: Small relative to market; MR equals market price.
Marginal Cost Curve
: Typically upward-sloping.
Costs increase with higher production due to limitations.
Profit Maximizing Point
: When price (MR) equals MC.
Firm Behavior and Market Price
Changes in market price affect firm production level.
Example: Market price $50 = optimal output 8 barrels.
Price increase to $100 = increase output to just under 10 barrels.
Profit and Loss
Even at profit-maximizing levels, firms can incur losses.
Average Cost (AC)
: Total cost divided by quantity.
AC curve helps determine the size of profits or losses.
Next Steps
Future discussion on illustrating profit and loss on the diagram using the average cost curve.
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