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NEW QUESTION: 1
Refer to the exhibit. Which statement describes DLCI 17?
A. DLCI 17 describes a PVC on R2. It cannot be used on R3 or R1.
B. DLCI 17 describes the ISDN circuit between R2 and R3.
C. DLCI 17 describes the dial-up circuit from R2 and R3 to the service provider.
D. DLCI 17 is the Layer 2 address used by R2 to describe a PVC to R3.
Answer: D
NEW QUESTION: 2
You have the following JavaScript function: (Line numbers are included for reference only.)
The Annual Revenue view column is configured to call the function as shown in the Column Properties exhibit. (Click the Change Column Properties tab.)
Users report that the icons that appear in the Active Account view are incorrect, as shown in the Active Accounts View exhibit. (Click the Active Accounts View tab.)
You need to determine why the incorrect icons are being displayed.
For each of the following statements, select Yes if the statement is true. Otherwise, select No.
Answer:
Explanation:
Explanation:
Box 1: No
parseFloat will return 'NaN' if it's not a number (null and undefined are NaNs).
Box 2: No
Box 3: Yes
Session.userLCID is the Locale ID for the ASP application.
Box 4: Yes
Reference:
https://support.microsoft.com/en-us/help/229690/how-to-set-the-asp-locale-id-per-the-browser-s-language-settings
NEW QUESTION: 3
プロジェクトマネージャーは、すでに実行フェーズにある変換プロジェクトを管理しています。チームは部門の枠を超えており、共同作業の経験がありません。このため、上級管理職は、このプロジェクトを遂行するためのチームの能力に確信が持てません。
A. 人事の専門家と会って、チームメンバーのやる気を引き出すためのインセンティブを増やします
B. リソース管理計画を変更して、同様の環境で作業したチームメンバーをペアにします。
C. この状況を主要なリスクとして登録し、チームのパフォーマンスを監視し、定期的に上級管理職に報告します
D. 問題を機会に変換してチームビルディングを作成し、協調的な問題解決を促進する
Answer: D
NEW QUESTION: 4
Sharleef Nettleton, a quantitative analyst with Churn Brothers Brokerage, is examining a data sample and has amassed the following information:
Standard deviation of the sample: 2.90
Number of observations: 68
Degrees of freedom: 2
Sample mean: 114
Assume that Ms. Nettleton formulates a null hypothesis that states that the value of the population mean is zero. Additionally, assume that the population standard deviation is unknown. Given this information, what is the standard error of the estimate? Further, what is the test statistic? Choose the best answer.
A. 0.3570; 319.38
B. 1.0199; 111.78
C. 1.0199; 56.44
D. 0.3517; 324.14
E. 0.3570; 29.91
F. None of these answers is correct.
G. 0.3517; 84.34
Answer: D
Explanation:
Explanation/Reference:
Explanation:
If the population standard deviation is unknown, as in this example, the standard error of the estimate is found by using the following equation:
{Standard error = s / square root of n} where s = the sample standard deviation and n = the number of observations in the sample.
In this example, all of the necessary information has been provided, and the determination of the standard error of the estimate is found as:
{Standard error = [2.90 / 8.2462] = 0.3517}
Now that the standard error of the estimate has been calculated, the test statistic can be found by using the following equation:
{Test statistic = [sample statistic - value of the population parameter under the null hypothesis] / standard error of the sample statistic].
Again, all of the necessary information has been provided, and the calculation of the test statistic is found as follows:
{Test statistic = [114 - 0] / 0.3517 = 324.14}
This is a very large test statistic and the null hypothesis will likely be rejected unless a very low level of confidence is employed.
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