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Part 2 of 2 - Part 2 Carlie needed a personal computer (PC) for school but...

Part 2 of 2 - Part 2

Carlie needed a personal computer (PC) for school but her budget was tight, so she decided on a used machine. After some searching, she was down to two possibilities. One she had found in a national franchized computer store, where she could purchase the PC for $800 with a one-year guarantee. But she was intrigued by a second possibility: a local charity store was offering a used machine that had been donated (exactly the same model as in the store) for $500.

Carlie talked to a computer repair specialist, who said the principal problem with this model of PC was the hard drive, which was prone to failure: he estimated that half of the PCs of this model and age would require a new drive. He offered to test the computer and check the condition of the drive for $60. If the drive was no good, a new drive could be fitted for $300 and would be guaranteed for one year. He added a qualification that his testing was not perfect: about 25% of drives that passed his testing failed soon afterwards requiring a new drive ($300) plus a service charge of $100 for diagnosing the problem (a cost that has to be paid with the fitting of a new drive).

Please only enter an integer if a numerical answer is required.

Question 8 of 12

10.0 Points

The expected cost of buying the second hand computer from charity is   

Question 9 of 12

10.0 Points

Carlie would be better off to buy the computer with a one-year guarantee for $800.
True
False
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Question 10 of 12

10.0 Points

Carlie would expect to save $  with the test before purchase.

Question 11 of 12

10.0 Points

If the second hand computer passes the test, then its expected cost is $  .

Question 12 of 12

10.0 Points

Carlie should
  • A. buy the second hand computer only if it passes the test.

  • B. buy the second hand computer without taking the test.

  • C. still buy the second hand computer even if it fails the test.

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Solutions

Expert Solution

8). Expected cost of buying the computer from the charity:

a). Price = 500

b). Testing price = 60

c). Expected cost of testing = 25% prob. that the testing was faulty (requiring a new drive + service cost) + 75% prob. that the testing is successful

= (25%*(300+100)) + (75%*0) = 250

Now, this can occur after testing so, the 2 conditions for testing are: drive was faulty and it was replaced for $300 + the expected cost of testing

Total expected cost = (a)+(b)+(c) = 500 + 60 + 250 = 810

Expected cost of buying the computer from charity is $810

9). True. Carlie would be better off buying the computer for $800 with one year gaurantee.

10). Carlie would be expecting the cost for the computer from the charity to be 500 + 60 + 150 = 710

(150 from the testing the drive 0.5*300 + 0.5*100 = 150 and expecting the test to be correct.)

So, she would be expecting to save 800-710 = $90

11). If the computer passes the test, then expected cost would be 500 + 60 + 100 = 660 (100 from the drive being good but expected cost of test being (0.25*400) + (0.75*0) = 100)

12). Carlie should buy the computer only if it passes the test. Option A.


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