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    5406.75. Note that both these are calculated using the project's cost of capital. Then, MIRR satisfies 2,080
    = 5406.75/(1+MIrr) 5. Solving gives MIRR = 21%.

    NEW QUESTION: 2
    A user’s smartphone keeps connecting to WiFi connections. This is a security issue, and the user wants to connect to known wireless networks only. The user does not want the phone to connect to any wireless networks automatically, especially public open networks.
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    Answer: C

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    • Exam Code: 2 + 1,600*1.075 + 2,300
      5406.75. Note that both these are calculated using the project's cost of capital. Then, MIRR satisfies 2,080
      = 5406.75/(1+MIrr)
    • Exam Name: 5. Solving gives MIRR = 21%.

      NEW QUESTION: 2
      A user’s smartphone keeps connecting to WiFi connections. This is a security issue, and the user wants to connect to known wireless networks only. The user does not want the phone to connect to any wireless networks automatically, especially public open networks.
      Which of the following should the user perform?
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      NEW QUESTION: 3
      SOA services are distinct, non-ambiguous and non-redundant. Which business representation shares
      these characteristics?
      A. Information concepts
      B. Business processes
      C. Capabilities
      D. Value streams
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    NEW QUESTION: 1
    A 5-year project requires an initial outlay of 650. It also needs capital spending of 700 at the end of year 1 and 900 at the end of year 2. It has no revenues for the first 2 years but receives 1,200 in year 3, 1,600 in year 4 and 2,300 in year 5. If the project's cost of capital is 7.5%, the project's MIRR equals ________.
    A. 7.5%
    B. 21%
    C. 17%
    D. 14%
    Answer: B
    Explanation:
    Explanation/Reference:
    Explanation:
    The MIRR is defined as that rate which discounts the terminal value of the cash inflows to equate to the present value of a project's costs (using the project's cost of capital). This can be better understood using actual numbers. The present value of the costs = 650 + 700/1.075 + 900/1.075

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      2 = 2,080. The terminal value (future value at the end of year 5) of the project equals 1,200*1.075

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