Ed and Steve are students at Berkeley College. They share an apartment that is o
ID: 2608571 • Letter: E
Question
Ed and Steve are students at Berkeley College. They share an apartment that is owned by Steve.
Steve is considering subscribing to an Internet provider that has the following packages available:
Package
Per Month
A.
Internet access
$60
B.
Phone services
15
C.
Internet access + phone services
70
Ed spends most of his time on the Internet ("everything can be found online now"). Steve prefers to spend his time talking on the phone rather than using the Internet ("going online is a waste of time"). They agree that the purchase of the $70 total package is a "win–win" situation.
Requirements
1.
Allocate the $70 between Ed and Steve using (a) the stand-alone cost-allocation method, (b) the incremental cost-allocation method, and (c) the Shapley value method.
2.
Which method would you recommend they use and why?
Package
Per Month
A.
Internet access
$60
B.
Phone services
15
C.
Internet access + phone services
70
Explanation / Answer
Answer
Stand-Alone Method
Share = [Individual Cost / (Total Individual cost of services)] * Discounted Cost (i.e. special plan)
Ed share = [60 / (60+15)] * 70
Ed share = $56
Steve share = [15 / (60+15)] * 70
Steve share = $14
Incremental Cost-Allocation Method
In this method, the Incremental user borne the full individual cost and Primary user pays the remaining of Discounted plan price
Steve Share = $15
Ed Share = $55 (70-15)
Ed Share = $60
Steve Share = $10 (70-60)
Shapley Value Method
Share = Average of Incremental method allocation
Ed Share = (55 + 60) / 2
Ed Share = $57.5
Steve Share = (15 + 10) / 2
Steve Share = $12.5
Part B
In my opinion Stand-Alone method is recommended as in this method the Customer is paying the fair share of his cost. i.e. In the same proportionate if they have opted for Individual plans.
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