managerial econimics 22

22
MANAGERIAL ANAGERIAL  ECONOMICS CONOMICS : resented by : resented by (/ / ) shwani Kumar 10 PMB 019 (/ / ) shwani Kumar 10 PMB 019 . vnish Kr Chauhan . vnish Kr Chauhan (/ / ) 0 PMB 021 / / ) 0 PMB 021

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MANAGERIALANAGERIAL

 ECONOMICSCONOMICS

:resented by:resented by

( / / )shwani Kumar 10 PMB 019( / / )shwani Kumar 10 PMB 019.vnish Kr Chauhan.vnish Kr Chauhan

( / / )0 PMB 021/ / )0 PMB 021

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Ø  Marginal Utility

Ø  Indifference CurveØ  Budget Line

Ø  Consumer Equilibrium

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, ‘ ’In economics the term utility is used to denote that quality of a commodity or service by virtue

.of which our wants are satisfied

,In other words“ a n t sa t is fy in g p o w e r o f a g oo d is c a l l e d

. ”t i l i t y

 This is assumed to be measured in terms of, , , , .cardinal numbers such as 1 2 3 4 etc These numbers are called utils or units of utility

 HE CONCEPT OF UTILITY HE CONCEPT OF UTILITY

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 t is the additional utility on account of the onsumption of an additional unit of a

.ommodity

 o r ex am p l e  If a 10 units of a commodity yield,satisfaction of 100 utils and 11 units of a commodity

,yield satisfaction of 105 utils then the additional utility on account of consumption of 11th  unit of the

:commodity is

- = .05 100 5 utils.This is called marginal utility

 HE CONCEPT OF HE CONCEPT OF ARGINAL UTILITYARGINAL UTILITY

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 EASUREMENT OF MARGINAL EASUREMENT OF MARGINAL  UTILITTILIT

( )he Marginal Utility MU is measured:s under

=MU TUn – TU -n 1

 Referring to the above example=MU TU11 – TU10

= – = .105 100 5 utils

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ILLUSTRATILLUSTRATIONN

.able 1  Gives an illustration on the estimation of T U and .U

 onsumption of

 ommodity X[ ]nits

 

TUX

 

MUX12345

100190270340400

[00 TU   - TU0= -00 0

= ]00[0 TU   - TU1= - =90 100

]0[0 TU   - TU2= - =70 190

]0 [0 TU   - TU3= - =40 270

]0[0 TU   - TU4= - =00 340

]0

:h e ta b le s ho w s

. =U TU n – TU -1

. =U ∑ = [ + + + + ] = .U 100 90 80 70 60 400

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 IAGRAMATIC PRESENTATIONIAGRAMATIC PRESENTATION

 onsumption of X( )nits

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 NDIFFERENCE NDIFFERENCE URVE URVE

APPROACHPPROACH

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 RDINAL RDINALUTILITYTILITY

, ,As Utility is subjective its measurement is not.possible in real life So there is an alternative

 approach developed by economists known as  r d i n a l

 t i l i t y t h e o r y , which deals with the consumers

 behavior under the assumption that utility from different units of good or between different goods

 need only be  a n k a b l e .and not measurable

:For example If a consumer gets more utility from

 bundle A

 than from bundle B

,it means that consumer

 will rank bundle A above bundle B .

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. :a t i o n a l i t y  A consumer aims to maximize his( )utility subject to income and prices under condition of certainty

.2. :o m p l e t e O r d e r i n g  All possible combination of

,goods can be ordered into preferred indifferent or inferior combinations when compared to a given

 combination of the good.4. :o n s i s t e n c y  This Condition requires that if a

, ,consumer prefers bundle A to bundle B he does not

,at the same time prefers bundle B to Bundle to A.6. :r a n s i t i v i t y  If a consumer prefers bundle A to

,bundle B and bundle B to C he prefers bundle A to bundle C

.8

. - :o n s a t i e t y  A bigger bundle is preferred to a smaller bundle

 EATURES EATURES

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  NDIFFERENCE CURVE NDIFFERENCE CURVE

 A curve that shows different combination of two goods yielding the same level of utility to consumer is known

( – ).as Indifference Curve Equal utility Curve

,Since all points on the curve yield equal satisfaction,the consumer likes equally all the combinations and is

, .therefore indifferent between these combinations

COMBINATION Unit of Good X Unit of Good Y

AB

C

D

E

12

3

4

5

3024

19

15

12

Indifference

Schedule

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        U        N

        I        T        S

        O        F

        Y

 UNITS OF X

 An Indifference Curve

 Indifference Curve

 N INDIFFERENCE CURVE N INDIFFERENCE CURVE

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 UDGET LINE UDGET LINE

 R R-SO-SO

 XPENDITURE XPENDITURE

LINEINE

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 A consumer's budget line characterizes on a graph the maximum amounts of goods that the consumer can.afford

 UDGET LINE OR UDGET LINE OR-SO EXPENDITURE LINE SO EXPENDITURE LINE

( ) ( )a p r ef e re n ce f o r th a t g oo d a nd ii

.u r c h a si ng p ow er t o b u y t h e g o o d  His preference,pattern is represented by a set of indifference curves while his purchasing power depends upon his money

.income and market prices of the goods 

=Qx .

P  +Q y . P y

 where E = ;Expenditure on goods X and Y

  Q x and Q   =Quantity of Good X and Y

;respectively and=

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 udget Line

 t of Good X

 nit of Good Y

 ffordable ffordable

 ot Affordable ot Affordable

 HE BUDGET HE BUDGETLINEINE

/Py

/Py

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:Let a consumer has= . ,Rs 2000

P   = .s 50  and

Py = . .s 40

 The maximum amount of X which he can be found fromhis

:budget equation  = (000 50 Qx) + ( )0 0 or Qx =40

 Similarly we find the maximum amount of Q

y=50

 So the combination ( , )0 0  and ( , )50  are possible

 consumption bundles within the budgeted amount of.many By joining these two points in graph we get the

.budget line AB

ILLUSTRATIONLLUSTRATION

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’ONSUMER S ONSUMER SEQUILIBRIUMQUILIBRIUM

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’ONSUMER S EQUILIBRIUM ONSUMER S EQUILIBRIUM

,In consumer equilibrium you allocate income between the purchase of different goods in such a way that you cannot

, ,increase your level of utility that is you have achieved.utility maximization

:etermination of consumer equilibrium.If there is only two good A and B The consumer knows the

 prices A and B and has a fixed budget that can be used to.purchase quantities of A and B The consumer will purchase

 quantities of A and B so as to completely exhaust the

.budget for such purchases The actual quantities purchased of each good are determined by the condition for consumer, :equilibrium which is

 a r g i n a l U t i l i t y O f A M a r g i n a l a r g i n a l U t i l i t y O f A M a r g i n a l

 t i l i t y O f B t i l i t y O f B

  r i c e O f A r i c e O f A  

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*

*

C

E

D

G

F

B

A

I4

I3I2

I1

’ONSUMER S ONSUMER SEQUILIBRIUMQUILIBRIUM

        U

        N        I        T        S

        O        F

        Y

 UNITS OF X

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 nits ofA

 U of A /U Price of A  nits of B  U of B /U Price ofB

1

2

3

4

24

18

12

6

12

9

6

3

1

2

3

4

9

8

5

1

9

8

5

1

ILLUSTRATION

= . ,rice of A Rs 2= . ,rice of B Rs 1

= .udget Rs 5 

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