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NEW QUESTION: 1
How is Real-time Compression licensed on the Storwize V7000?
A. Per disk
B. Per usable TB
C. Per disk enclosure
D. Per raw TB
Answer: C

NEW QUESTION: 2
ネットワークには、オンプレミスのActive Directoryドメインが含まれています。
会社には、追加のソフトウェアがドメインコントローラーにインストールされないようにするセキュリティポリシーがあります。
Microsoft Azure Advanced Threat Protection（ATP）を使用して、ドメインコントローラーを監視する必要があります。
あなたは何をするべきか？複数回選択することで目標を達成できます。 BESTアンサーを選択してください。
A. Azure ATPセンサーを展開し、検出を構成します。
B. Azure ATPスタンドアロンセンサーを展開し、ポートミラーリングを構成します。
C. Azure ATPセンサーを展開し、ポートミラーリングを構成します。
D. Azure ATPスタンドアロンセンサーを展開し、検出を構成します。
Answer: A
Explanation:
Explanation
If you're installing on a domain controller, you don't need a standalone ATP sensor. You need to configure the detections to detect application installations. With an ATP sensor (non-standalone), you don't need to configure port mirroring.
Reference:
https://docs.microsoft.com/en-us/azure-advanced-threat-protection/install-atp-step5
https://docs.microsoft.com/en-us/azure-advanced-threat-protection/atp-capacity-planning#choosing-the-right-sen

NEW QUESTION: 3
The present value of a 4 year ordinary annuity of $1000 per year starting in year 1 is the difference of
2 perpetuities.
Perpetuity 1 : $1000 per year starting in Year 1
Perpetuity 2: $1000 per year starting in 5 years time.
Given a 5% discount rate, the present value of this annuity is
A. $5,525.63.
B. $16,454.05.
C. $3545.95.
Answer: C
Explanation:
The first payment for Perpetuity 1 is at t = 1 The first payment for Perpetuity 2 is at t = 5 The formula for the present value of a perpetuity is PV = A/r, where A = the annuity, and r = the rate. This formula is simple enough to use directly on your calculator. For Perpetuity 1, PV at t = 0 is = 1000/0.05 =
2 0,000 For Perpetuity 2, we need to find the present value at t = 0. To do so, we need to first find the present value at t = 5-1 = 4 since an ordinary annuity has its first payment one period away. This also applies to a perpetual annuity. A = 1000, r at period 5 = 0.06. Thus, PV = 1000/0.05 = 20,000. From the perspective of now i.e. t = 0, this amount of 20,000 can be considered a future value. Thus we now need to find the present value of this amount.
Using Texas Instruments BA II Plus: Don't forget to clear your memories using 2nd QUIT and 2nd CLR
WORK 20000 +- FV: FV = -20,000.00 4 N: N = 4.00 5 I/Y: I/Y = 5.00 CPT PV7: PV = 16,454.05
Using Hewlett Packard hp 12 C f CLEAR FIN: 0.00000000 f CLEAR REG: 0.00000000 4 n: 4.00000000 5 i: 5.00000000 20000 CHS FV: - 20,000.00000 g END: - 20,000.00000 PV: 16,454.04950
The present value of the 4 - year annuity is x - PV(0) = 20,000 - 16,454.05 = 3,545.95.