| Class: | ECON 309 - Managerial Economics |
| Subject: | Economics |
| University: | Western Washington University |
| Term: | Spring 2011 |
INCORRECT
CORRECT
1. People face tradeoffs
2. The cost of something is what you give up (opportunity cost)
3. Rational people think at the margin
4. People respond to incentives
5. Markets are usually a good way to organize economic activity
6. Government can sometimes improve market outcomes
a) Externalities- whatever you do affects other people
and you don't
b) Market Power
1. Identify goals and constraints
2. understand Opportunity cost
a) Acct. Profit = Total Revenue - Explicit Costs
b)Econ. Profit = Total Revenue - Total Opportunity Costs
(Explicit + Implicit Costs)
3. Understand profits (pi) as signals
4. Understand the forces that influence profits
5. Understand Firms and individuals incentives
6. Understand the time value of money
7. Think at the margin
Total Revenue - Total Costs
derivative of TR/ derivative of Q - derivative of TC/ derivative of Q
= 0
so....
derivative of TR/derivatieve of Q = derivative of TC/ derivative Q
MR = MC
A lump sum is a single payment of money, as opposed to a series of payments made over time.
Present Value (PV)=
Future Value(FV) / ( 1 + interest rate (i) ) ^ number of periods are
forgoing something (n)
Present Value (PV) =
Future Value (FV) sub base 1 / (1+interest (i))^1 + FV2/(1+i)^2 ...+...
Future Value (FV)n / ( 1 + i )^ number of periods (n)
A perpetuity is an annuity that has no end, or a stream of cash payments that continues forever.
Present Value (PV) =
FV / (1+i) + FV sub 2/ (1+i) ^ 2 ..... = FV / i
assumes the numerator is constant
Present Value (PV) - Cost you pay today
Decision Rule;
if NPV < 0 reject project
if NPV > 0 accept project
Present Value of Firm (PV firm) =
Profit at time 0 + Profit at time 1 / (1+i) ^1 + Pi at time 2 / (1+i)^2..
Profit at time 0 + profit at time 0 (1+g) / (1+i)^1...
= Profit at time 0 ( ( 1 + g ) / ( i - g ) )
Present Value of Firm = Profit at time 0 ( ( 1+i ) / ( i - g ) )
use this formula as long as g < i
1) Tastes and Advertising
2) Substitutes: Prices of related goods X,Y
if increase in price of X leads ot Increase demand for Y
3) Salary ( Income ): normal or inferior goods
4) Population
5) Consumer Expectations
Example:
Q = 10 - 2 P
2 P = 10 - Q
P = 5 - 1 / 2 Q
" I got a lot of bang for my buck!"
1 / 2 b * h = Area
Consumer Surplus ( CS ) = 1 / 2 Q * ( a - p )
a) Cost of Input
b) Weather, Technology, Government Regulations
c) Number of Firms
d) Substitutes in Production
e) Producer Expectations
f) Taxes: Excise or Ad Valorem
Example:
Q= 10 + 2 P
2 P = Q - 10
P = 1 / 2 Q - 5
It's the price that balances Supply and Demand
where
Quantity Supplied of X = Quantity Demanded of X
if P is too low there is a shortage, if P is too high there is a surplus
Measures how responsive a variable G is to a change in variable S
E = % change in G / % change in S = derivative G / derivative S
* S / G
if S goes up a lot, but G goes up a little it is Inelastic
if S goes up a little, but G goes up a whole lot it is Elastic
E = % change in Quantity demanded of x / % change in Price of x
= (d of Q / d of P) * (Price of X / Quantity Demanded of x)
d is the derivative
E > 1
Increase in Price leads to a decrease in Total Revenue
Marginal Revenue ( MR) > 0
E < 1
Increase in Price leads to a Increase in Total Revenue
Marginal Revenue ( MR ) <0
E = 1
Implies that Total Revenue is Maximized
Marginal Revenue = 0
In accounting, profit can be considered to be the difference between the purchase price and the costs of bringing to market whatever it is that is accounted as an enterprise in terms of the component costs of delivered goods and/or services and any operating or other expenses.
Total Revenue - Explicit Costs
Total Revenue - Total Opportunity Costs
( Explicit Costs - Implicit Costs )
Total Benefits - Total Costs
Marginal Revenue = Marginal Costs
1) Available Substitutes
2) Luxury vs. Necessities
3) Definition of the market: Narrowly defined markets (icecream)
tend to have more elastic demand than broadly defined
markets ( food in general)
4) Time: Demand tends to be more inelastic in the short term than
In the long term
5) Expenditure Share: Goods that comprise a small share of a
consumers' budget tend to be more inelastic
In economics, the cross elasticity of demand or cross-price elasticity of demand measures the responsiveness of the demand for a good to a change in the price of another good.
E = % change in Quantity Demanded of x / % change in Price of y
= (d of Q demanded of x / d of Price of x) * (Price of y / Q of x)
CPE < 0 means x and y are compliments
CPE > 0 means x and y are substititutes
In economics, income elasticity of demand measures the responsiveness of the demand for a good to a change in the income of the people demanding the good, holding all prices constant under the concept of ceteris paribus.
E = % change in Q demanded of x / % change in Income
= ( d of Q / d of M ) * ( Income (M) / Quantity demanded of x )
IF E > 0 then x is a normal good
IF E < 0 then x is an inferior good
Q = 10 -2P of x + 3P of y - M
positive coefficients on P of y means x, y are substitutes
negative coefficients on M means x is an inferior good
best fit a line through a bunch of data points
the "best fit" line is the one that minimizes the sum of the squared residuals
Q = F ( K, L )
K is Capital, L is labor
In microeconomics and macroeconomics, a production function is a function that specifies the output of a firm, an industry, or an entire economy for all combinations of inputs.
Q = F ( K, L ) = aK + bL
inputs are perfect substitutes
Q = F ( K, L ) = min { aK , bL }
inputs are used in fixed proportions
complements in the production process
Q = F ( K, L ) = K ^ a * L ^ b
Inputs have a degree of substitutability
Maximum amount of output produced with a given amount of input
Q = K ^ a * L ^ b
Measure of output produced per unit of input
Average Product (AP) = Q / L
Average Product (AP) = Q / K
change in total output attributable to the last unit of an input
Marginal Product (MP) = change in Quantity / change in Labor
= d of Q / d of L
Marginal Product (MP) = change in Quantity / change in Labor
= d of Q / d of K
d is derivative
1. Managers need to guide the Production Function
2. Make sure you're producting on the Production Function
- align incentives to induce max worker effort
3. Employ the right levels of inputs
- Goal: max profits
Rothschild Index = Elasticity of T-compnay / Elasticity of Firm
measures the elasticity of industry demand relative to that of an individual firm
if R = 0 it is running in a Perfect Competition
if R = 1 it is running in a Monopoly
1. Economies of Scale
2. Patents, Copy Rights, Court Regulations
3. Capital Requirements
4. Economies of Scope
- when it is cheaper to produce two products (jointly) together
than separately
to determine a firm's pricing power: we take the measure of the difference between Price and Marginal Cost of a fraction of the Price
Learner Index = ( Price - Marginal Cost ) / Price
when P = MC L = 0
the firm has no market power, it is perfectly competitive
when L = 1
relatively weak price competitor, the firm has market power
Price = ( 1 / ( 1 - Learner Index ) ) Marginal Cost
when L = 0, Market Factor = 1 and Price = Marginal Cost
when L = .2, Market Factor (MF) = 1.25
the firm charges a Price 1.25 times the Marginal Cost

|
Economics
|
the study of the allocation of scarce resources |
|
Six principles of economics
|
1. People face tradeoffs 2. The cost of something is what you give up (opportunity cost) 3. Rational people think at the margin 4. People respond to incentives 5. Markets are usually a good way to organize economic activity 6. Government can sometimes improve market outcomes a) Externalities- whatever you do affects other people and you don't b) Market Power |
|
Seven things managers need to do to be successful
|
1. Identify goals and constraints 2. understand Opportunity cost a) Acct. Profit = Total Revenue - Explicit Costs b)Econ. Profit = Total Revenue - Total Opportunity Costs (Explicit + Implicit Costs) 3. Understand profits (pi) as signals 4. Understand the forces that influence profits 5. Understand Firms and individuals incentives 6. Understand the time value of money 7. Think at the margin |
|
Net Benefits
|
Total Benefits - Total Costs |
Koofers.com
|
Profits
|
Total Revenue - Total Costs
derivative of TR/ derivative of Q - derivative of TC/ derivative of Q = 0 so.... derivative of TR/derivatieve of Q = derivative of TC/ derivative Q MR = MC |
|
Time Preference
|
people prefer things sooner rather than later |
|
Present Value (PV)
|
Future Value (FV) - Opportunity cost of waiting (OCW) |
|
Lump Sum
|
A lump sum is a single payment of money, as opposed to a series of payments made over time.
Present Value (PV)= Future Value(FV) / ( 1 + interest rate (i) ) ^ number of periods are forgoing something (n) |
Koofers.com
|
Stream of Money
|
Present Value (PV) = Future Value (FV) sub base 1 / (1+interest (i))^1 + FV2/(1+i)^2 ...+... Future Value (FV)n / ( 1 + i )^ number of periods (n) |
|
Perpetuity
|
A perpetuity is an annuity that has no end, or a stream of cash payments that continues forever. Present Value (PV) = FV / (1+i) + FV sub 2/ (1+i) ^ 2 ..... = FV / i assumes the numerator is constant |
|
Net Present Value (NPV)
|
Present Value (PV) - Cost you pay today
Decision Rule; if NPV < 0 reject project if NPV > 0 accept project |
|
Firm Valuation
|
Present Value of Firm (PV firm) =
Profit at time 0 + Profit at time 1 / (1+i) ^1 + Pi at time 2 / (1+i)^2..
Profit at time 0 + profit at time 0 (1+g) / (1+i)^1... = Profit at time 0 ( ( 1 + g ) / ( i - g ) )
Present Value of Firm = Profit at time 0 ( ( 1+i ) / ( i - g ) ) use this formula as long as g < i |
Koofers.com
|
Things that shift the Demand Curve
|
1) Tastes and Advertising 2) Substitutes: Prices of related goods X,Y if increase in price of X leads ot Increase demand for Y 3) Salary ( Income ): normal or inferior goods 4) Population 5) Consumer Expectations |
|
Normal Good
|
Increase in Income ( M ) leads to an increase in Quantity demanded of good |
|
Inferior Good
|
Increase in Income ( M ) leads to a decrease in Quantity demaded of Good |
|
Inverse Demand Function
|
Example:
Q = 10 - 2 P 2 P = 10 - Q P = 5 - 1 / 2 Q |
Koofers.com
|
Demand Function
|
Q = f ( price of x, price of y, income ( M ), H ) |
|
Consumer Surplus
|
" I got a lot of bang for my buck!"
1 / 2 b * h = Area
Consumer Surplus ( CS ) = 1 / 2 Q * ( a - p ) |
|
Things that Shift the Supply Curve
|
a) Cost of Input b) Weather, Technology, Government Regulations c) Number of Firms d) Substitutes in Production e) Producer Expectations f) Taxes: Excise or Ad Valorem
|
|
Ad Valorem Tax
|
The size of the tax increase in proportion to the value of the product |
Koofers.com
|
Supply Function
|
Q = f ( Price of x, Price of y, W, H ) |
|
Inverse Supply Function
|
Example:
Q= 10 + 2 P 2 P = Q - 10 P = 1 / 2 Q - 5 |
|
Market Equilibrium
|
It's the price that balances Supply and Demand
where Quantity Supplied of X = Quantity Demanded of X
if P is too low there is a shortage, if P is too high there is a surplus |
|
Price Ceiling
|
the maximum legal price thata can be charged |
Koofers.com
|
Full Economic Price
|
The dollar amount paid to a firm under a price ceiling, plus the non - pecuniary price |
|
Price Floor
|
minimum price that can be charged for a product |
|
Elasticity
|
Measures how responsive a variable G is to a change in variable S
E = % change in G / % change in S = derivative G / derivative S * S / G
if S goes up a lot, but G goes up a little it is Inelastic
if S goes up a little, but G goes up a whole lot it is Elastic |
|
Own Price Elasticity
|
E = % change in Quantity demanded of x / % change in Price of x = (d of Q / d of P) * (Price of X / Quantity Demanded of x)
d is the derivative |
Koofers.com
|
Elastic
|
E > 1
Increase in Price leads to a decrease in Total Revenue
Marginal Revenue ( MR) > 0 |
|
Inelastic
|
E < 1
Increase in Price leads to a Increase in Total Revenue
Marginal Revenue ( MR ) <0 |
|
Unit Elastic
|
E = 1
Implies that Total Revenue is Maximized
Marginal Revenue = 0 |
|
Accounting Profit
|
In accounting, profit can be considered to be the difference between the purchase price and the costs of bringing to market whatever it is that is accounted as an enterprise in terms of the component costs of delivered goods and/or services and any operating or other expenses.
Total Revenue - Explicit Costs |
Koofers.com
|
Economic Profit
|
Total Revenue - Total Opportunity Costs ( Explicit Costs - Implicit Costs ) |
|
Net Benefits
|
Total Benefits - Total Costs
Marginal Revenue = Marginal Costs |
|
Factors Affecting Own-Price Elasticity
|
1) Available Substitutes 2) Luxury vs. Necessities 3) Definition of the market: Narrowly defined markets (icecream) tend to have more elastic demand than broadly defined markets ( food in general) 4) Time: Demand tends to be more inelastic in the short term than In the long term 5) Expenditure Share: Goods that comprise a small share of a consumers' budget tend to be more inelastic |
|
Cross Price Elasticity
|
In economics, the cross elasticity of demand or cross-price elasticity of demand measures the responsiveness of the demand for a good to a change in the price of another good. E = % change in Quantity Demanded of x / % change in Price of y = (d of Q demanded of x / d of Price of x) * (Price of y / Q of x)
CPE < 0 means x and y are compliments CPE > 0 means x and y are substititutes |
Koofers.com
|
Income Elasticity
|
In economics, income elasticity of demand measures the responsiveness of the demand for a good to a change in the income of the people demanding the good, holding all prices constant under the concept of ceteris paribus. E = % change in Q demanded of x / % change in Income = ( d of Q / d of M ) * ( Income (M) / Quantity demanded of x )
IF E > 0 then x is a normal good IF E < 0 then x is an inferior good |
|
Interpreting Demand Functions
|
Q = 10 -2P of x + 3P of y - M
positive coefficients on P of y means x, y are substitutes
negative coefficients on M means x is an inferior good |
|
Regression Analysis
|
a way to estimate Demand function and hence elasticities |
|
General Principle
|
best fit a line through a bunch of data points
the "best fit" line is the one that minimizes the sum of the squared residuals |
Koofers.com
|
Production Function
|
Q = F ( K, L ) K is Capital, L is labor
In microeconomics and macroeconomics, a production function is a function that specifies the output of a firm, an industry, or an entire economy for all combinations of inputs. |
|
Economic Capital
|
the physical equipment, real estate, technology, materials, and knowledge required to produce a given amount of stuff |
|
Linear Production Function
|
Q = F ( K, L ) = aK + bL
inputs are perfect substitutes |
|
Leontif Production Function
|
Q = F ( K, L ) = min { aK , bL }
inputs are used in fixed proportions
complements in the production process |
Koofers.com
|
Cobb Douglas Production Function
|
Q = F ( K, L ) = K ^ a * L ^ b
Inputs have a degree of substitutability |
|
Total Product (TP)
|
Maximum amount of output produced with a given amount of input
Q = K ^ a * L ^ b |
|
Average Product
|
Measure of output produced per unit of input
Average Product (AP) = Q / L
Average Product (AP) = Q / K |
|
Marginal Product
|
change in total output attributable to the last unit of an input
Marginal Product (MP) = change in Quantity / change in Labor = d of Q / d of L
Marginal Product (MP) = change in Quantity / change in Labor = d of Q / d of K
d is derivative |
Koofers.com
|
Production Function
|
1. Managers need to guide the Production Function 2. Make sure you're producting on the Production Function - align incentives to induce max worker effort 3. Employ the right levels of inputs - Goal: max profits |
|
Rothschild Index
|
Rothschild Index = Elasticity of T-compnay / Elasticity of Firm
measures the elasticity of industry demand relative to that of an individual firm
if R = 0 it is running in a Perfect Competition if R = 1 it is running in a Monopoly |
|
What Impacts Market Entry?
|
1. Economies of Scale 2. Patents, Copy Rights, Court Regulations 3. Capital Requirements 4. Economies of Scope - when it is cheaper to produce two products (jointly) together than separately |
|
Learner Index
|
to determine a firm's pricing power: we take the measure of the difference between Price and Marginal Cost of a fraction of the Price
Learner Index = ( Price - Marginal Cost ) / Price
when P = MC L = 0 the firm has no market power, it is perfectly competitive when L = 1 relatively weak price competitor, the firm has market power
|
Koofers.com
|
Market Factor
|
Price = ( 1 / ( 1 - Learner Index ) ) Marginal Cost
when L = 0, Market Factor = 1 and Price = Marginal Cost when L = .2, Market Factor (MF) = 1.25 the firm charges a Price 1.25 times the Marginal Cost |
|
Gross Profit Margin (GPM)
|
( P - Gost of Goods Sold ) / Price |
Koofers.com
Front |
Back |
|
|---|---|---|
| Economics | the study of the allocation of scarce resources | |
| Six principles of economics | 1. People face tradeoffs 2. The cost of something is what you give up (opportunity cost) 3. Rational people think at the margin 4. People respond to incentives 5. Markets are usually a good way to organize economic activity 6. Government can sometimes improve market outcomes a) Externalities- whatever you do affects other people and you don't b) Market Power | |
| Seven things managers need to do to be successful | 1. Identify goals and constraints 2. understand Opportunity cost a) Acct. Profit = Total Revenue - Explicit Costs b)Econ. Profit = Total Revenue - Total Opportunity Costs (Explicit + Implicit Costs) 3. Understand profits (pi) as signals 4. Understand the forces that influence profits 5. Understand Firms and individuals incentives 6. Understand the time value of money 7. Think at the margin | |
| Net Benefits | Total Benefits - Total Costs | |
| Profits | Total Revenue - Total Costs
derivative of TR/ derivative of Q - derivative of TC/ derivative of Q = 0 so.... derivative of TR/derivatieve of Q = derivative of TC/ derivative Q MR = MC | |
| Time Preference | people prefer things sooner rather than later | |
| Present Value (PV) | Future Value (FV) - Opportunity cost of waiting (OCW) | |
| Lump Sum | A lump sum is a single payment of money, as opposed to a series of payments made over time.
Present Value (PV)= Future Value(FV) / ( 1 + interest rate (i) ) ^ number of periods are forgoing something (n) | |
| Stream of Money | Present Value (PV) = Future Value (FV) sub base 1 / (1+interest (i))^1 + FV2/(1+i)^2 ...+... Future Value (FV)n / ( 1 + i )^ number of periods (n) | |
| Perpetuity | A perpetuity is an annuity that has no end, or a stream of cash payments that continues forever. Present Value (PV) = FV / (1+i) + FV sub 2/ (1+i) ^ 2 ..... = FV / i assumes the numerator is constant | |
| Net Present Value (NPV) | Present Value (PV) - Cost you pay today
Decision Rule; if NPV < 0 reject project if NPV > 0 accept project | |
| Firm Valuation | Present Value of Firm (PV firm) =
Profit at time 0 + Profit at time 1 / (1+i) ^1 + Pi at time 2 / (1+i)^2..
Profit at time 0 + profit at time 0 (1+g) / (1+i)^1... = Profit at time 0 ( ( 1 + g ) / ( i - g ) )
Present Value of Firm = Profit at time 0 ( ( 1+i ) / ( i - g ) ) use this formula as long as g < i | |
| Things that shift the Demand Curve | 1) Tastes and Advertising 2) Substitutes: Prices of related goods X,Y if increase in price of X leads ot Increase demand for Y 3) Salary ( Income ): normal or inferior goods 4) Population 5) Consumer Expectations | |
| Normal Good | Increase in Income ( M ) leads to an increase in Quantity demanded of good | |
| Inferior Good | Increase in Income ( M ) leads to a decrease in Quantity demaded of Good | |
| Inverse Demand Function | Example:
Q = 10 - 2 P 2 P = 10 - Q P = 5 - 1 / 2 Q | |
| Demand Function | Q = f ( price of x, price of y, income ( M ), H ) | |
| Consumer Surplus | " I got a lot of bang for my buck!"
1 / 2 b * h = Area
Consumer Surplus ( CS ) = 1 / 2 Q * ( a - p ) | |
| Things that Shift the Supply Curve | a) Cost of Input b) Weather, Technology, Government Regulations c) Number of Firms d) Substitutes in Production e) Producer Expectations f) Taxes: Excise or Ad Valorem
| |
| Ad Valorem Tax | The size of the tax increase in proportion to the value of the product | |
| Supply Function | Q = f ( Price of x, Price of y, W, H ) | |
| Inverse Supply Function | Example:
Q= 10 + 2 P 2 P = Q - 10 P = 1 / 2 Q - 5 | |
| Market Equilibrium | It's the price that balances Supply and Demand
where Quantity Supplied of X = Quantity Demanded of X
if P is too low there is a shortage, if P is too high there is a surplus | |
| Price Ceiling | the maximum legal price thata can be charged | |
| Full Economic Price | The dollar amount paid to a firm under a price ceiling, plus the non - pecuniary price | |
| Price Floor | minimum price that can be charged for a product | |
| Elasticity | Measures how responsive a variable G is to a change in variable S
E = % change in G / % change in S = derivative G / derivative S * S / G
if S goes up a lot, but G goes up a little it is Inelastic
if S goes up a little, but G goes up a whole lot it is Elastic | |
| Own Price Elasticity | E = % change in Quantity demanded of x / % change in Price of x = (d of Q / d of P) * (Price of X / Quantity Demanded of x)
d is the derivative | |
| Elastic | E > 1
Increase in Price leads to a decrease in Total Revenue
Marginal Revenue ( MR) > 0 | |
| Inelastic | E < 1
Increase in Price leads to a Increase in Total Revenue
Marginal Revenue ( MR ) <0 | |
| Unit Elastic | E = 1
Implies that Total Revenue is Maximized
Marginal Revenue = 0 | |
| Accounting Profit | In accounting, profit can be considered to be the difference between the purchase price and the costs of bringing to market whatever it is that is accounted as an enterprise in terms of the component costs of delivered goods and/or services and any operating or other expenses.
Total Revenue - Explicit Costs | |
| Economic Profit | Total Revenue - Total Opportunity Costs ( Explicit Costs - Implicit Costs ) | |
| Net Benefits | Total Benefits - Total Costs
Marginal Revenue = Marginal Costs | |
| Factors Affecting Own-Price Elasticity | 1) Available Substitutes 2) Luxury vs. Necessities 3) Definition of the market: Narrowly defined markets (icecream) tend to have more elastic demand than broadly defined markets ( food in general) 4) Time: Demand tends to be more inelastic in the short term than In the long term 5) Expenditure Share: Goods that comprise a small share of a consumers' budget tend to be more inelastic | |
| Cross Price Elasticity | In economics, the cross elasticity of demand or cross-price elasticity of demand measures the responsiveness of the demand for a good to a change in the price of another good. E = % change in Quantity Demanded of x / % change in Price of y = (d of Q demanded of x / d of Price of x) * (Price of y / Q of x)
CPE < 0 means x and y are compliments CPE > 0 means x and y are substititutes | |
| Income Elasticity | In economics, income elasticity of demand measures the responsiveness of the demand for a good to a change in the income of the people demanding the good, holding all prices constant under the concept of ceteris paribus. E = % change in Q demanded of x / % change in Income = ( d of Q / d of M ) * ( Income (M) / Quantity demanded of x )
IF E > 0 then x is a normal good IF E < 0 then x is an inferior good | |
| Interpreting Demand Functions | Q = 10 -2P of x + 3P of y - M
positive coefficients on P of y means x, y are substitutes
negative coefficients on M means x is an inferior good | |
| Regression Analysis | a way to estimate Demand function and hence elasticities | |
| General Principle | best fit a line through a bunch of data points
the "best fit" line is the one that minimizes the sum of the squared residuals | |
| Production Function | Q = F ( K, L ) K is Capital, L is labor
In microeconomics and macroeconomics, a production function is a function that specifies the output of a firm, an industry, or an entire economy for all combinations of inputs. | |
| Economic Capital | the physical equipment, real estate, technology, materials, and knowledge required to produce a given amount of stuff | |
| Linear Production Function | Q = F ( K, L ) = aK + bL
inputs are perfect substitutes | |
| Leontif Production Function | Q = F ( K, L ) = min { aK , bL }
inputs are used in fixed proportions
complements in the production process | |
| Cobb Douglas Production Function | Q = F ( K, L ) = K ^ a * L ^ b
Inputs have a degree of substitutability | |
| Total Product (TP) | Maximum amount of output produced with a given amount of input
Q = K ^ a * L ^ b | |
| Average Product | Measure of output produced per unit of input
Average Product (AP) = Q / L
Average Product (AP) = Q / K | |
| Marginal Product | change in total output attributable to the last unit of an input
Marginal Product (MP) = change in Quantity / change in Labor = d of Q / d of L
Marginal Product (MP) = change in Quantity / change in Labor = d of Q / d of K
d is derivative | |
| Production Function | 1. Managers need to guide the Production Function 2. Make sure you're producting on the Production Function - align incentives to induce max worker effort 3. Employ the right levels of inputs - Goal: max profits | |
| Rothschild Index | Rothschild Index = Elasticity of T-compnay / Elasticity of Firm
measures the elasticity of industry demand relative to that of an individual firm
if R = 0 it is running in a Perfect Competition if R = 1 it is running in a Monopoly | |
| What Impacts Market Entry? | 1. Economies of Scale 2. Patents, Copy Rights, Court Regulations 3. Capital Requirements 4. Economies of Scope - when it is cheaper to produce two products (jointly) together than separately | |
| Learner Index | to determine a firm's pricing power: we take the measure of the difference between Price and Marginal Cost of a fraction of the Price
Learner Index = ( Price - Marginal Cost ) / Price
when P = MC L = 0 the firm has no market power, it is perfectly competitive when L = 1 relatively weak price competitor, the firm has market power
| |
| Market Factor | Price = ( 1 / ( 1 - Learner Index ) ) Marginal Cost
when L = 0, Market Factor = 1 and Price = Marginal Cost when L = .2, Market Factor (MF) = 1.25 the firm charges a Price 1.25 times the Marginal Cost | |
| Gross Profit Margin (GPM) | ( P - Gost of Goods Sold ) / Price |
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