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NEW QUESTION: 1
View the exhibit and examine the output. Which statement can be an inference from the output? Exhibit:
A. The number of times that the backup or restore process directed the OS to wait until an I/O was complete is the highest for the last data file in the list
B. The least number of I/Os are performed on the last data file in the list
C. The FRA disk group has an asynchronous I/O bottleneck
D. The number of times that the backup or restore process made an OS call to poll for I/O completion in Nonblocking mode is the least for the FRA disk group
Answer: C
Explanation:
Explanation/Reference:
Explanation:
NEW QUESTION: 2
お客様は、すべてのAPを管理するためにSSOクラスタにCisco 5520WLCのペアを設定しています。ゲストトラフィックは、DM2にあるCisco 3504WLCに固定されています。 SSOクラスターでフェイルオーバーが発生した場合にEolPトンネルをUP状態のままにするために必要なアクションはどれですか。
A. デフォルトゲートウェイの到達可能性チェックを有効にする
B. すべてのWLCで同じモビリティドメインを使用する
C. モビリティピアが設定されている場合は、モビリティMACを使用します
D. RPポートで連続接続を構成します
Answer: B
NEW QUESTION: 3
Lugar Industries is considering an investment in a proposed project which requires an initial expenditure of
$100,000 at t = 0. This expenditure can be depreciated at the following annual rates:
tDepreciation Rate
120%
232%
319%
412%
511%
66%
The project has an economic life of six years. The project's revenues are forecasted to be $90,000 a year.
The project's operating costs (not including depreciation) are forecasted to be $50,000 a year. After six years, the project's estimated pre-tax salvage value is $10,000. The company's WACC is 10 percent, and its corporate tax rate is 40 percent. What is the project's net present value (NPV)?
A. $38,840
B. $34,667
C. $45,453
D. $33,843
E. $31,684
Answer: A
Explanation:
Explanation/Reference:
Explanation:
The cash flows for each of the years are as follows:
0-100,000
1 [90,000 - 50,000 -(100,000)(0.20)](1-0.4)+(100,000)(0.20)= 32,000
2 [90,000 - 50,000 -(100,000)(0.32)](1-0.4)+(100,000)(0.32)= 36,800
3 [90,000 - 50,000 -(100,000)(0.19)](1-0.4)+(100,000)(0.19)= 31,600
4 [90,000 - 50,000 -(100,000)(0.12)](1-0.4)+(100,000)(0.12)= 28,800
5 [90,000 - 50,000 -(100,000)(0.11)](1-0.4)+(100,000)(0.11)= 28,400
6 [90,000 - 50,000 -(100,000)(0.06)](1-0.4)+(100,000)(0.06) + (10,000)(1 - 0.4) = 32,400 Enter the cash flows and solve for the NPV = $38,839.56.