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Submitted by ADA_GA on Sun, 2014-08-17 10:40
due on Mon, 2014-08-18 17:00
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Consumer Demand Analysis and Estimation Applied Problems

Problem 1: 

     Patricia is researching venues for a restaurant business. She is evaluating three major attributes that she considers important in her choice: taste, location, and price. The value she places on each attribute, however, differs according to what type of restaurant she is going to start. If she opens a restaurant in a suburban area of Los Angeles, then taste is the most important attribute, three times as important as location, and two times as important as price. If she opens a restaurant in the Los Angeles metropolitan area, then location becomes three times as important as taste and two times as important as price. She is considering two venues, respectively, a steak restaurant and a pizza restaurant, both of which are priced the same. She has rated each attribute on a scale of 1 to 100 for each of the two different types of restaurants.

Attribute                         Steak Restaurant                      Pizza Restaurant

Taste                                  80                                              70

Location                             55                                              80

Price                                  65                                               50

     Show all of your calculations and processes. Describe your answer for each question in complete sentences.

  1. Which of the two options should Patricia pursue if she wants to open a restaurant in a suburban area of Los Angeles? Calculate the total expected utility from each restaurant option and compare. Graph is not required. Describe your answer, and show your calculations.
  2. Which of the two options should she pick if she plans to open a restaurant in the Los Angeles metropolitan area? Describe your answer, and show your calculations.
  3. Which option should she pursue if the probability of finding a restaurant venue in a suburban area can be reliably estimated as 0.7 and in a metropolitan area as 0.3? Describe your reasoning and show your calculations.
  4. Provide a description of a scenario in which this kind of decision between two choices, based on weighing their underlying attributes, applies in the “real-world” business setting. Furthermore, what are the benefits and drawbacks, if any, to this method of decision making?

Problem 2: 

The demand function for Newton’s Donuts has been estimated as follows:

Qx = -14 – 54Px + 45Py + 0.62Ax 

where Qx represents thousands of donuts; Px is the price per donut; Py is the average price per donut of other brands of donuts; and Ax represents thousands of dollars spent on advertising Newton’s Donuts. The current values of the independent variables are Ax=120, Px=0.95, and Py=0.64.

Show all of your calculations and processes. Describe your answer for each question in complete sentences, whenever it is necessary.

  1. Calculate the price elasticity of demand for Newton’s Donuts and describe what it means. Describe your answer and show your calculations.
  2. Derive an expression for the inverse demand curve for Newton’s Donuts. Describe your answer and show your calculations.
  3. If the cost of producing Newton’s Donuts is constant at $0.15 per donut, should they reduce the price and thereafter, sell more donuts (assuming profit maximization is the company’s goal)?
  4. Should Newton’s Donuts spend more on advertising?

 

 

Answer
Submitted by mwatu on Mon, 2014-08-18 13:59
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Answer rating (rated one time)

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ECONOMIC INFERENCE

body preview (15 words)

xx xxxx esteemed xxxxxxx xxxxxx find attached xxx xxxxxx xx your xxxxxxxxx xxxxxxxxx xxxxx xxxx

file1.docx_.xlsx preview (545 words)

xxxxxxxxx

xxxxxxxxxxxx
xxxxxxxx TWO
The xxxxxx xxxxxxxx xxx Newton's xxxxxx xxx xxxx estimated xx follows.
xxxxxxxxxxxxxxxxxxxxxxx
xxxxx xxxxxx
xxxxxxx
Py=0.64
xxx Calculate xxx xxxxx xxxxxxxxxx of demand xxx xxxxxxxx Donuts xxx desribe what xx xxxxxx
xxxxxxxx
PeD=dQx/dPx*Px/Qxxx xxxxxx partial derivatives of Qx xxxx respect xx Px.
xxxxxxxx -54
xxxxxxx xxx xxxxxxxxxxxx xxxx value in xxx xxxxxxxx equation we xxxx Qx=37.9
xxxx -54*(0.95/37.9)= -1.353562005
Since the xxxxx Elastity xx demand is xxxxxxx than 1 in xxxxxxxx terms xx xxx that
Newton's Donuts have xxxxxxx Price xxxxxxxxxx xx xxxxxxx
xxxx xxxxxxxxx the xxxxxxxxxx fro inverse demand xxx xxxxxxxx xxxxxx
We get xx by xxxxxx Px xxx xxxxxxx of xxx formula as xxxxxxxx
Px=-7/27-1/54Qx+5/6Py+31/2700Ax
xxxxx I x xxx xxxxx of producing Newton's xxxxxx xx constant xx 0.15 per xxxxxx xxxxxx they xxxxxx xxx price and thereafter xxxx more xxxxxx ? x xxxxxxxx xxxxxx xxxxxxxxxxxx xx xxx xxxxx
xxxxxxxx
xxxx xxxx xxxxxx reduce the

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