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SVETLANKA909090 [29]
3 years ago
6

Consider the last purchase of two goods by a consumer. A bag of chips costs $1.75 and the marginal utility is 20. A cup of chili

costs $2.50. What must the marginal utility of chili be for the consumer to maximize total utility
Business
1 answer:
Igoryamba3 years ago
5 0

Answer:

The marginal utility of chili must be 28.57 for the consumer to maximize total utility.

Explanation:

The marginal utility of chili at which the consumer maximizes total utility can be calculated as follows:

Let:

CCHIP = Cost of a bag of chips = $1.75

MUCHIP = Marginal utility of a bag of chips = 20

CCHILI = Cost of a cup of chili = $2.50

MUCHILI = Marginal utility of a cup of Chili = ?

The condition for the utility maximization of the consumer is as follows:

MUCHIP / CCHIP = MUCHILI / CCHILI ……………………………. (1)

Substituting all the relevant values into equation (1) and solve for MUCHILI, we have:

20 / 1.75 = MUCHILI / 2.50

(20 / 1.75) * 2.50 = MUCHILI

MUCHILI = 28.57

Therefore, the marginal utility of chili must be 28.57 for the consumer to maximize total utility.

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Dissimilar mental model

Explanation:

Communication is simply the interaction with two or more people. It is the passing of information. It involves the transfer and understanding of meaning. In communication, members of the organization shows their satisfaction and frustrations.

mental models simply represent a described or support comprehension as it keep info about the current situation available in memory. It guide behavior and allow prediction.

7 0
3 years ago
Robert Solis is a salesman in a company that specializes in event management. He uses the Internet to identify potential compani
TiliK225 [7]

Answer:

B

Explanation:

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3 years ago
Krazy Kayaks sells its entryminuslevel kayaks for​ $750 each. Its variable cost is​ $500 per kayak. Fixed costs are​ $25,000 per
Daniel [21]

Answer:

Net operating income= 565,000

Explanation:

Giving the following information:

Krazy Kayaks sells its entry-level kayaks for​ $750 each. Its variable cost is​ $500 per kayak. Fixed costs are​ $25,000 per month for volumes up to​ 1,100 kayaks. Above​ 1,100 kayaks, monthly fixed costs are​ $60,000.

Sales= 2,500*750= 1,875,000

COGS= (500*2,500)= (1,250,000)

Gross profit= 625,000

Fixed costs= (60,000)

Net operating income= 565,000

7 0
3 years ago
Gruden Company produces golf discs which it normally sells to retailers for $7 each. The cost of manufacturing 23,600 golf discs
pychu [463]

Answer:

Increase in income= $2,965.6

Explanation:

Giving the following information:

Gruden Company produces golf discs which it normally sells to retailers for $7 each. The cost of manufacturing 23,600 golf discs is:

Materials $ 12,036

Labor 35,400

Variable overhead 23,128

Fixed overhead 47,200

Total $117,764

McGee Corporation offers Gruden $4.91 per disc for 4,930 discs. If Gruden accepts the offer, its fixed overhead will increase from $47,200 to $53,700 due to the purchase of a new imprinting machine.

Total variable cost= (12,036 + 35,400 + 23,128)= 70,564

Unitary variable cost= 70,564/23,600= $2.99

Increase in fixed costs= $6,500

Increase in income= (4930*4.91) - (4930*2.99) - 6500= $2,965.6

8 0
3 years ago
You own the following portfolio of stocks. What is the portfolio weight of Stock C?
LuckyWell [14K]

Answer:

38?59%

Explanation:

Calculation for the portfolio weight of Stock C

First step is to calculate the Total Value of Stock A to Stock D in the Portfolio using this formula

Total Value of stock A to stock D in Portfolio = Number of Shares * Stock Price

Let plug in the formula

Total Value of stock A to stock D in Portfolio = (A 120 *$32)+ (B 750* $28)+ (C 450* $52) +(D 240* $51)

Total Value of stock A to stock D in Portfolio = A $3,840+ B$21,000+C$23,400+D$12,240

Total Value of stock A to stock D in Portfolio=$60,480

Last step is to calculate the portfolio weight of Stock C using this formula

Portfolio weight of Stock C =Stock C /Total Value of stock A to stock D in Portfolio

Let plug in the formula

Portfolio weight of Stock C= 450 *$52/$60,480

Portfolio weight of Stock C=$23,400/$60,480

Portfolio weight of Stock C=0.3869*100

Portfolio weight of Stock C=38.69%

Therefore the Portfolio weight of Stock C will be 38.69%

7 0
3 years ago
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