Question

In: Economics

Total and marginal utility for bread and cereal Quantity (loaves of bread) Total Utility Marginal Utility...

Total and marginal utility for bread and cereal

Quantity (loaves of bread)

Total Utility

Marginal Utility

Marginal Utility per Dollar ($4)

Quantity (boxes of cereal)

Total Utility

Marginal Utility

Marginal Utility per Dollar ($4)

0

0

0

0

1

70

1

50

2

125

2

90

3

165

3

120

4

190

4

140

5

200

5

160

1. The table below contains data about your food budget, and assumes you have $20 to spend. Fill out the entire table, assuming bread is $4 per loaf and cereal is $4 per box

a. In the space below (turn your paper sideways to draw), illustrate the law of diminishing marginal utility for bread

b. If this consumer wants to maximize their utility, they will use the _________________________ rule to arrive at the purchase of _______ loaves of bread and _______ boxes of cereal. Show your work for this analysis below

c.Now, the price of cereal drops to $2 per box. This consumer will buy _______ breads and _______ cereals. Complete the work below and draw this consumer’s demand curve for cereal:

Solutions

Expert Solution

Utility maximizing condition is when marginal utility per dollar is equal for both goods.

Q (loaves of bread) TU MU= Change in TU MU/$4 Q (Boxes of cereal) TU MU= Change in TU MU/$4 MU/$2
0 0 - - 0 0 - - -
1 70 70 17.5 1 50 50 12.5 25
2 125 55 13.75 2 90 40 10 20
3 165 40 10 3 120 30 7.5 15
4 190 25 6.25 4 140 20 5 10
5 200 10 2.5 5 160 20 5 10

(a) By plotting marginal utilities ,we get the marginal utility for both goods as shown below: MU is decreasing as quantity increases, this implies law of diminishing marginal utility.

(b) If price of bread = $4 per loaf and price of cereal = $4 per box. Income= $20.

Then , marginal utility per dollar is equal for both goods when B=3 loaves and C= 2 box.
($4)(3)+ ($4)(2)= $20 (i.e equal to income which satisfies the budget constraint). Hence, If this consumer wants to maximize their utility, they will use the MRS=MUb/MUc= Pb/Pc , MUb/Pb= MUc/Pc rule to arrive at the purchase of 3 loaves of bread and 2 boxes of cereal.

(c) If price of cereal falls to $2 .

Then , marginal utility per dollar is equal for both goods when B=3 loaves and C= 4 box.
($4)(3)+ ($2)(4)= $20 (i.e equal to income which satisfies the budget constraint). Hence, this consumer will buy  3 loaves of bread and 4 boxes of cereal.


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