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NEW QUESTION: 1
展示を参照してください。

この出力をSwitchCに提供すると、ネットワーク管理者の次のアクションはどうなりますか?
A. SwitchAのfa0 / 2ポートのトランクカプセル化モードを確認します。
B. SwitchCのfa0 / 1ポートの二重モードを確認します。
C. SwitchCのfa0 / 1ポートのトランクカプセル化モードを確認します。
D. SwitchAのfa0 / 2ポートの二重モードを確認します。
Answer: D

NEW QUESTION: 2
An application executes code in a "virtual bubble" on the endpoint device. Which application virtualization architecture has been implemented?
A. Thick install
B. Presentation
C. Streaming
D. Thin install
Answer: D

NEW QUESTION: 3
Which three activities will a Product Owner likely engage in during a Sprint? (Choose 3)
A. Provide feedback
B. Update the Sprint burndown chart
C. Run the daily Scrum
D. Prioritize the Development Team's activities.
E. Work with the stakeholders
F. Answer questions from the Development Team about items in the current Sprint
Answer: A,E,F

NEW QUESTION: 4
The yield offered by a bond with 18 months remaining to maturity is 5%. The coupon is 3%, paid semi-annually, and there are two more coupon payments to go in addition to the interest payment made at maturity. The zero rate for 6 months is 2%, that for 12 months is 3%. What is the 18 month zero rate?
A. 5.03%
B. 6.03%
C. 4.81%
D. 4.03
Answer: A
Explanation:
Explanation
This is a two step problem:
First, calculate the bond price using the yield information, then
Second, once you know the bond price, calculate the 18 month zero rate using the bootstrap method.
Step 1: Bond valuation: All variables required for pricing the bond are known. The coupon payments will be
$1.50 in 6 months and 1 year from now, and a final paymento of $101.50 will be received in an year's time.
This can be discounted at the yield provided as follows, and summed together to get the bond price of $97.14.
Step 2: Boot strapping: Discount the 6 month and 12 month coupons at the zero rates for those periods, and subtract the total of these PVs from the bond price. These work out to 1.5/(1+2%/2) = 1.485, and
1.5/(1+3%/2)

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    2=1.456. That gives us the present value, $97.14 - $1.485 - 1.456 = $94.203, which grows to the final payment of $101.50 at the end of 18 months. The zero rate inherent in this price can then be worked out as we know that (1+r/2)

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