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Warm-Up Imagine that you’re a farmer…

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Presentation on theme: "Warm-Up Imagine that you’re a farmer…"— Presentation transcript:

1 Warm-Up Imagine that you’re a farmer…
What happens to the size of your harvest if you add 1 worker to your payroll? What might happen if you added 1000 workers?

2 The Production Function
Chapter 12: Behind the Supply Curve (pages )

3 Production Function Shows relationship b/w firm’s inputs and output

4 Types of Inputs 2 different types… Short Run Long run
Fixed – Cannot D in short-run Variable – Can D in short-run Short Run Long run 1 is fixed All are variable

5 Fixed or Variable? Variable Fixed

6 Total Product Total amount produced by firm

7 Marginal Product Slope of TP Curve Quantity of Labor Quantity of Wheat
MPL 1 19 2 36 17 3 51 15 4 64 13 5 75 11

8 Marginal Product

9 What’s the MPL? Quantity of Labor Quantity of Output MPL 1 19 2 36 17
1 19 2 36 17 3 51 15 4 64 13 5 75 11 6 84 9 7 91 8 96

10 TC = FC + VC Types of Costs Similar to inputs Creates TOTAL COST CURVE
Fixed – Same in short run Variable – Change in short run Creates TOTAL COST CURVE TC = FC + VC

11 Total Costs (TC)

12 TC Curve

13 Marginal Cost (MC) Slope of the TC Curve

14 Average Total Cost Composed of: ATC = AFC + AVC
Average Fixed Costs (TFC/Q) Average Variable Costs (TVC/Q) ATC = AFC + AVC

15 ATC

16 All Together Now …

17 Why U-Shaped?

18 Here’s Real Life …

19 Alicia’s Apple Pies is a roadside business.
Fixed costs = $9.00 per day Variable costs = $1.00 for first pie, 50% more than previous pie for subsequent ones (e.g., 2nd pie costs $1.00 X 1.5 = $1.50) Calculate Alicia’s MC, VC, ATC, AVC, AFC as pie output rises from 0 to 6 pies (VC = MC of first pie, plus MC of second pie) Indicate the range of pies where the spreading effect dominates; where the diminishing returns effect dominates. What is Alicia’s minimum-cost output? Explain why making one more pie lowers Alicia’s ATC when output is lower than the minimum-cost output. Explain why making one more pie raises Alicia’s ATC when output is greater than the minimum-cost output.


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