Demand Analysis

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Managerial Economics



Douglas - “Managerial economics is .. the application of economic principles and methodologies to the decisionmaking process within the firm or organization.”



Salvatore - “Managerial economics refers to the application of economic theory and the tools of analysis of decision science to examine how an organisation can achieve its objectives most effectively.”

 

 

Positive Economics:Derives useful theories with testable propositions about WHAT IS. Normative Economics:Provides the basis for value judgements on economic outcomes.WHAT SHOULD BE

Scope of Managerial Economics       

Utility analysis Demand and supply analysis Production and cost analysis Market analysis Pricing Investment decisions Game theory

Basic problems of an economy   

What to produce( Choice) How to produce ( Technology) Whom to produce ( Distribution)

Fundamental Concepts Managerial Economics     

Marginal Principle Opportunity cost principle Incremental Principle Discount Principle Time Perspective

Demand Analysis Demand – Desire + ability to pay + willingness to pay



Demand is relative term – Price Time Place

Determinants of demand       

Price Income Taste, preference and fashion Prices of related goods Government policy Custom and tradition Advertisement

Law of demand 

If other things remain constant, when price increases demand contracts and when price decreases demand expands. Price and demand are inversely proportionate. D = a - bP

Why demand curve slopes downwards 

  

Law of diminishing marginal utility Income effect Substitution effect Multiplicity of uses

Market Demand Curve 



Shows the amount of a good that will be purchased at alternative prices. Law of Demand 

The demand curve is downward sloping.

Price

D Quantity

Exception to the law of demand     

Giffen Goods Prestigious goods Buyers illusions Necessary goods Brand loyalty

Elasticity 

 



Elasticity is a measure of responsiveness of one variable to another variable. Can involve any two variables. An elastic relationship is responsive. An inelastic relationship is unresponsive.

Types of Elasticity of demand    

Price Elasticity of demand Income elasticity of demand Cross Elasticity of demand Promotional Elasticity of demand

Price elasticity: Εp=%∆Q/% ∆P  

Causality: denominator numerator! An elastic response is one where numerator is greater than denominator. i.e., %∆ Q>%∆ P so Ep >1 



Imagine extreme example.

An inelastic response is one where numerator is smaller than denominator. i.e., %∆ Q<%∆ P so Ep <1 

Again, imagine extreme example.

Look at the Extremes 

Perfectly Elastic D Ep =infinite

P



P

Perfectly Inelastic D D

Ep =0

D

Q

Q

Relatively Elastic vs. Inelastic Demand Curves P

D’ is relatively more elastic than D P1 P2 D Q1 Q2

Q2’

D’ Q

Point Elasticity Formula  

Point elasticity  Point elasticity is responsiveness at a point along the demand function

Ep =∆ Q/Q1 ∆ P/P1 simplifying: Ep =(∆ Q/∆ P)* P1 /Q1

Price (Rs.)

P1 D

Q1

Q

Point Elasticity Formula  

Point elasticity  Point elasticity is responsiveness at a point along the demand function

Ep =∆ Q/Q1 ∆ P/P1 simplifying: Ep =(∆ Q/∆ P)* P1 /Q1

Price (Rs.)

P1 D

Q1

Q

Example: Q=56-0.002*P 

Point elasticity



Ep =(∆ Q/∆ P)* P1 /Q1    

Suppose P=17000 Q=56-0.002*17000 Q=56-34=22 Plug into equation gives: Ep =( -0.002)* 17000 /22 Ep =-34/22=-1.54

Price (Rs)

17k D 22

Q

Arc Elasticity Briefly, arc elasticity is simply an average elasticity along a range of the demand curve.

Arc Elasticity Formula 

Arc elasticity: Price ($) Responsiveness along a range of D. function

Ep =∆ Q/((Q1+ Q2)/2) ∆ P/((P1+ P2)/2)

P2 P1

Avg. responsiveness D

simplifying: Ep=(∆ Q/∆ P)*((P1+P2)/(Q1+Q2))

Q2 Q1

Q

Example Q=56-0.002*P 

Arc elasticity

Ep =(∆ Q/∆ P)*((P1+P2)/(Q1+Q2))  Look at P range 16k 17k  Q=56-0.002*17000  Q=56-34=22  Plug into equation gives:

Price ($)

17k 16k

Ep =( -0.002)*(33000/46) Ep

=-66/46=-1.43

D 22 24

Q

Factors influence Price elasticity of demand      

Nature of commodity Availability of substitute Multiplicity of uses Habit Proportion of income spent Price range

Managerial Applications of Price elasticity of demand    

Pricing Decision Fiscal policy Labour market International trade

Income Elasticity of Demand 

Recall demand function is: Q=f(P,I,Prelated,Tastes,Buyers,Expectations...)

    

Change in I causes shift in demand. Size of shift depends on income elasticity. EI =%∆Q/%∆I Focus again on point formula. Value of EI determines type of good.

Values for Income Elasticity (Ε Ι ) 



Sign indicates normal or inferior EI >0 implies normal good. EI<0 implies inferior good. Normal goods may be necessity or luxury. 



If EI>1 then this is luxury (responsive to income). If 0<EI<1 then this is necessity (unresponsive to income).

Cross Price Elasticity (EXY) QX=f(PX ,I,PY,Tastes, Buyers,Expectations...) 

Change in PY causes shift in demand for X.



Size of shift depends on cross-price elasticity. EXY=%∆ QX /%∆ PY

 

Sign indicates relationship between two goods EXY>0 implies goods are substitutes. EXY<0 implies goods are complements.

OBJECTIVES OF SHORT TERM DEMAND FORECASTING      

Production planning Evolving sales policy Fixing sales targets Determining price policy Inventory control Determining short-term financial planning

OBJECTIVES OF LONG-TERM DEMAND FORECASTING 

BUSINESS PLANNING



MANPOWER PLANNING



LONG-TERM FINANCIAL PLANNING

METHODS OF DEMAND FORECASTING

Survey methods:    

Consumer interviews Opinion poll Experts opinion End-use method

Statistical methods:  

Trend Analysis Regression Analysis

Market Supply Curve 



The supply curve shows the amount of a good that will be produced at alternative prices. Law of Supply 

The supply curve is upward sloping Price

S0

Quantity

Supply Shifters  

 

 

Input prices Technology or government regulations Number of firms Substitutes in production Taxes Producer expectations

The Supply Function 

An equation representing the supply curve: QxS = f(Px , PR ,W, H,) 

QxS = quantity supplied of good X.



Px = price of good X.



PR = price of a related good

W = price of inputs (e.g., wages)  H = other variable affecting supply 

Change in Quantity Supplied Price

A to B: Increase in quantity supplied S0 B

20 A 10

5

10

Quantity

Change in Supply S0 to S1: Increase in supply

Price

S0 S1 8 6 5

7

Quantity

Producer Surplus 

The amount producers receive in excess of the amount necessary to induce them to produce the good. Price

S0 P* Producer Surplus

Q*

Quantity

Market Equilibrium 

Balancing supply and demand Q S= x



Qxd

Steady-state

Equilibrium Price and quantity Price

S

7

D 8

Quantity

If price is too low... Price S

7 6 5 D

Shortage 12 - 6 = 6 6

12

Quantity

If price is too high… Surplus 14 - 6 = 8

Price

S

9 8 7

D 6

8

14

Quantity

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