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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: 3
A government may try to reduce a balance of payments deficit on current account by using either expenditure-reducing policies or expenditure-switching policies.
Which of the following is an expenditure-reducing policy?
A. Higher income tax rates
B. Export subsidies
C. Devaluation of the exchange rate
D. Imposing tariffs and quotas on imports
Answer: A


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A government may try to reduce a balance of payments deficit on current account by using either expenditure-reducing policies or expenditure-switching policies.
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A. Higher income tax rates
B. Export subsidies
C. Devaluation of the exchange rate
D. Imposing tariffs and quotas on imports
Answer: A

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NEW QUESTION: 1
Which standard access control entry permits from odd-numbered hosts in the 10.0.0.0/24 subnet?
A. Permit 10.0.0.0.255.255.255.254
B. Permit 10.0.0.1.0.0.0.254
C. Permit 10.0.0.1.0.0.0.0
D. Permit 10.0.0.0.0.0.0.1
Answer: B
Explanation:
Remember, for the wildcard mask, 1's are I DON'T CARE, and 0's are I CARE. So now let's
analyze a simple ACL:
access-list 1 permit 172.23.16.0 0.0.15.255
Two first octets are all 0's meaning that we care about the network 172.23.x.x. The third octet of
the wildcard mask, 15 (0000 1111 in binary), means that we care about first 4 bits but don't care
about last 4 bits so we allow the third octet in the form of 0001xxxx (minimum:00010000 = 16;
maximum: 0001111 = 31).

The fourth octet is 255 (all 1 bits) that means I don't care.
Therefore network 172.23.16.0 0.0.15.255 ranges from 172.23.16.0 to 172.23.31.255.
Now let's consider the wildcard mask of 0.0.0.254 (four octet: 254 = 1111 1110) which means we
only care the last bit. Therefore if the last bit of the IP address is a "1" (0000 0001) then only odd
numbers are allowed. If the last bit of the IP address is a "0" (0000 0000) then only even
numbers are allowed.
Note: In binary, odd numbers are always end with a "1" while even numbers are always end with
a "0".
Therefore in this question, only the statement "permit 10.0.0.1 0.0.0.254" will allow all oddnumbered
hosts in the 10.0.0.0/24 subnet.

NEW QUESTION: 2
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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NEW QUESTION: 3
A government may try to reduce a balance of payments deficit on current account by using either expenditure-reducing policies or expenditure-switching policies.
Which of the following is an expenditure-reducing policy?
A. Higher income tax rates
B. Export subsidies
C. Devaluation of the exchange rate
D. Imposing tariffs and quotas on imports
Answer: A

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5406.75. Note that both these are calculated using the project's cost of capital. Then, MIRR satisfies 2,080
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A government may try to reduce a balance of payments deficit on current account by using either expenditure-reducing policies or expenditure-switching policies.
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A. Higher income tax rates
B. Export subsidies
C. Devaluation of the exchange rate
D. Imposing tariffs and quotas on imports
Answer: A

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A. Higher income tax rates
B. Export subsidies
C. Devaluation of the exchange rate
D. Imposing tariffs and quotas on imports
Answer: A

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A. Higher income tax rates
B. Export subsidies
C. Devaluation of the exchange rate
D. Imposing tariffs and quotas on imports
Answer: A

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A government may try to reduce a balance of payments deficit on current account by using either expenditure-reducing policies or expenditure-switching policies.
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A. Higher income tax rates
B. Export subsidies
C. Devaluation of the exchange rate
D. Imposing tariffs and quotas on imports
Answer: A

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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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