FIN30210 Lecture Notes - Lecture 7: Marginal Product, Longrun

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21 Feb 2017
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Homework #4 Pointers (Problems and how to do them in notebook)
â—Ź REMEMBER: When your using the midpoint formula to find the price elasticity, TAKE
THE ABSOLUTE VALUE!!
â—Ź So when using the elasticity, PUT THE CORRECT SIGN BACK IN
â—Ź When you maximize revenue, it has to be when elasticity is 1.
â—‹ So, like with #6, if you were asked previously to maximize revenue or what the
points are at maximum revenue, then you know the elasticity has to be 1 so it’s
unitary elastic.
â—Ź WHEN YOU KNOW THE PRICE ELASTICITY, USE THIS EQUATION:
â—‹ Ep = %Change in Q / %Change in P = [(Q2-Q1)/Q1] / [(P2-P1)/P1]
â–  NOTE: Midpoint formula is the same EXCEPT instead of putting it over
Q1 or P2, you put it over the average of the 2 [(Q1+Q2]/2)
Lesson 5
The Production Function
● We’re really trying to minimize costs to maximize profits.
The Cobb-Douglas Production Function
â—Ź Constant returns to scale, when we double our input, we double our output
Short vs. Long-Run
â—Ź Long-run - I can change any one of my inputs in the production process (nothing is
fixed).
â—Ź Short-run - Something in the production process is fixed.
â—Ź *Returns to scale: long-run
â—‹ = Everything is able to change and we have to change everything
*The Law of Diminishing Marginal Productivity
â—Ź Something has to remain fixed
â—Ź Output is increasing as I add in more inputs but at a decreasing rate
Total, Average, and Marginal Products
â—Ź Hold capital (K) fixed, so looking at the changes of output given the changes of labor (L)
â—Ź AP == TP / L = Total Product / Actual Labor
● Marginal product of labor = MP = Change in Q / Change in L = TP’ with respect to labor
â—‹ ANY TIME USE THE WORD MARGINAL, TAKE THE DERIVATIVE
â—Ź Problem 5.1: constant returns to scale
â—Ź Find the maximum of total product of labor by taking the derivative of total product to
get marginal product and set that to zero.
â—Ź Increasing: 1st and 2nd derivatives > 0...
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Document Summary

Homework #4 pointers (problems and how to do them in notebook) Remember: when your using the midpoint formula to find the price elasticity, take. So when using the elasticity, put the correct sign back in. When you maximize revenue, it has to be when elasticity is 1. So, like with #6, if you were asked previously to maximize revenue or what the points are at maximum revenue, then you know the elasticity has to be 1 so it"s unitary elastic. When you know the price elasticity, use this equation: Ep = %change in q / %change in p = [(q2-q1)/q1] / [(p2-p1)/p1] Note: midpoint formula is the same except instead of putting it over. Q1 or p2, you put it over the average of the 2 [(q1+q2]/2) We"re really trying to minimize costs to maximize profits. Constant returns to scale, when we double our input, we double our output.

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