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NEW QUESTION: 1
How is Annualized Loss Expectancy (ALE) derived from a threat?
A. SLE/EF
B. AV x EF
C. SLE x ARO
D. ARO x (SLE - EF)
Answer: C
Explanation:
Three steps are undertaken in a quantitative risk assessment:
Initial management approval
Construction of a risk assessment team, and
The review of information currently available within the organization.
There are a few formulas that you MUST understand for the exam. See them below:
SLE (Single Loss Expectancy)
Single loss expectancy (SLE) must be calculated to provide an estimate of loss. SLE is defined as the difference between the original value and the remaining value of an asset after a single exploit.
The formula for calculating SLE is as follows: SLE = asset value (in $) x exposure factor
(loss due to successful threat exploit, as a %)
Losses can include lack of availability of data assets due to data loss, theft, alteration, or denial of service (perhaps due to business continuity or security issues).
ALE (Annualized Loss Expectancy)
Next, the organization would calculate the annualized rate of occurrence (ARO).
This is done to provide an accurate calculation of annualized loss expectancy (ALE).
ARO is an estimate of how often a threat will be successful in exploiting a vulnerability over the period of a year.
When this is completed, the organization calculates the annualized loss expectancy (ALE).
The ALE is a product of the yearly estimate for the exploit (ARO) and the loss in value of an asset after an SLE.
The calculation follows ALE = SLE x ARO
Note that this calculation can be adjusted for geographical distances using the local annual frequency estimate (LAFE) or the standard annual frequency estimate (SAFE). Given that there is now a value for SLE, it is possible to determine what the organization should spend, if anything, to apply a countermeasure for the risk in question.
Remember that no countermeasure should be greater in cost than the risk it mitigates, transfers, or avoids.
Countermeasure cost per year is easy and straightforward to calculate. It is simply the cost of the countermeasure divided by the years of its life (i.e., use within the organization).
Finally, the organization is able to compare the cost of the risk versus the cost of the countermeasure and make some objective decisions regarding its countermeasure selection.
The following were incorrect answers:
All of the other choices were incorrect.
The following reference(s) were used for this quesiton:
Hernandez CISSP, Steven (2012-12-21). Official (ISC)2 Guide to the CISSP CBK, Third
Edition ((ISC)2 Press) (Kindle Locations 10048-10069). Auerbach Publications. Kindle
Edition.

NEW QUESTION: 2
Siehe Ausstellung.

Welches Ergebnis wird erwartet, wenn PC_A Daten an PC_B sendet?
A. The source MAC address is changed.
B. The destination MAC address is replaced with ffff.ffff.ffff.
C. The switch rewrites the source and destination MAC addresses with its own.
D. The source and destination MAC addresses remain the same.
Answer: D

NEW QUESTION: 3
組織内のビジネスユニットは、クライアントとサービスプロバイダーの関係で設定されています。要求(クライアント)ビジネスユニットからの要求者は、要求の購入注文を自動的に作成するための包括契約を利用する必要があります。包括的契約を作成しているバイヤーが使用する必要がある構成を特定し、他の「要求ビジネスユニット」がその要求に対して購入できるようにします。
A. セットアッププロファイルオプション: '注文を自動生成する'
B. 調達ビジネスユニットの調達ビジネス機能の構成でフラグ「自動生成注文」を有効にする
C. 購入者が注文を送信するときに、注文のフラグ「注文を自動的に生成する」を有効にします
D. 各クライアントビジネスユニットでフラグ「注文を自動生成する」を有効にする
E. 一括購入契約のコントロールタブでフラグ「注文を自動生成する」を有効にする
Answer: E

NEW QUESTION: 4
An application includes the following set of circumstanced instances of a decision table.

You update the application and increment the AccountManage ruleset version to 01-02-01. As part of this update, the circumstance .Status="Silver" is no longer needed by the application.
How do you implement this change?
A. Create a new version of the circumstanced decision table in AccountManage:01-02-01 and select the Base rule option
B. Create a new version of the circumstanced decision table in AccountManage:01-02-01 and set the availability to Blocked
C. Create a new version of the circumstanced decision table in AccountManage:01-02-01 and set the availability Withdrawn
D. Do nothing. Rule resolution does not consider rules in a lower minor version of a ruleset
Answer: D

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