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A company must decide today whether to proceed with a proposed project. If the project proceeds, the initial investment of $150,000 would be made in one year's time. The benefit of the project would be a perpetuity of $22,000 per year commencing one year after the investment is made. The company's cost of capital is 14% per year.

To the nearest $100, what is the net present value of the project?

  1. $6,300
  2. $7,100
  3. -$12,200
  4. $25,600

Answer(s): A



SDF is a newly-established production company that is experiencing high staff turnover in its factory. The production department is studying the manufacturing process and its associated learning curve.

Which of the following statements is correct?

  1. SDF's staff turnover will disrupt the observation and measurement of the learning curve.
  2. SDF's staff turnover will affect the learning curve.
  3. SDF's rapid staff turnover means that knowledge of the learning curve has little value.
  4. SDF can use the learning curve to determine labor budgets for the remainder of the first year of operation.

Answer(s): A



Product WB currently sells for $13 per unit. Annual demand at that price is 20,000 units. If the price increases to $15, the annual demand falls by 500 units.

What is the formula for the demand curve?

  1. Q = a - bP
  2. P = f(Q).
  3. Qd = a ­ b(P
  4. P = a -b(Q)

Answer(s): C



The management of a leisure company, who are risk averse, have just approved an investment in a new amusement park. The country in which the amusement park will be located has a warm and mostly dry climate throughout the year.

A number of specific risks related to this investment have been identified as follows.

(1) Losses of very small amounts of revenue due to poor weather.

(2) A significant financial liability may arise due to the injury of a member of the public.

(3) Loss of several days of revenue due to rides being unavailable because of poor maintenance routines.

(4) Income fraud as a consequence of the high levels of cash handled by employees.

Using the TARA framework, which is the most appropriate way of managing each of these risks?

  1. Transfer risk 1; accept risk 2; avoid risk 3; reduce risk 4
  2. Accept risk 1; avoid risk 2; transfer risk 3; reduce risk 4
  3. Accept risk 1; transfer risk 2; avoid risk 3; reduce risk 4
  4. Reduce risk 1; transfer risk 2; avoid risk 3; accept risk 4

Answer(s): C






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