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NEW QUESTION: 1
After you define a credit analyst, you can modify any of the analyst's information, except _____.
A. Employee and username
B. Employee and group
C. Cost center and employee
D. Username and organization
E. Organization and territory
F. Group and group member role
Answer: A

NEW QUESTION: 2
短い文形式で書かれた12,000件の顧客レビューを含むCSVファイルを使用して、感情分析を実行しています。 CSVファイルをAzure Machine Learning Studioに追加し、実験の開始点データセットとして構成します。テキストモジュールからのN-Gram特徴の抽出を実験に追加して、データセットの顧客レビュー列からキーフレーズを抽出します。
カスタマーレビューテキストから新しいn-gram辞書を作成し、最大n-gramサイズをtrigramsに設定する必要があります。
何を選ぶべきですか？回答するには、回答エリアで適切なオプションを選択します。
注：それぞれの正しい選択には1ポイントの価値があります。

Answer:
Explanation:

Explanation


Vocabulary mode: Create
For Vocabulary mode, select Create to indicate that you are creating a new list of n-gram features.
N-Grams size: 3
For N-Grams size, type a number that indicates the maximum size of the n-grams to extract and store. For example, if you type 3, unigrams, bigrams, and trigrams will be created.
Weighting function: Leave blank
The option, Weighting function, is required only if you merge or update vocabularies. It specifies how terms in the two vocabularies and their scores should be weighted against each other.
References:
https://docs.microsoft.com/en-us/azure/machine-learning/studio-module-reference/extract-n-gram-features-from-

NEW QUESTION: 3
A technician wants to configure a wireless network to identify itself to visitors by including the word "Guest" in the name.
Which of the following would allow users to identify a wireless network by name?
A. ARP broadcast
B. DHCP broadcast
C. BSSID broadcast
D. ESSID broadcast
Answer: D

NEW QUESTION: 4
An analyst who manages an equity portfolio forecasts a portfolio return of 10% and estimates a standard deviation of annual return of 18%. What is the probability that portfolio return will be between
1 0% and 20%?
A. 19.67%.
B. 21.2%.
C. 18.7%.
Answer: B
Explanation:
The probability is 21.2% that portfolio return will be between 10% and 20%:
Z = (X - X-bar)/oX = 10%: Z = (10% - 10%) /18% = 0. X = 20%: Z = (20% - 10%) /18% = 0556. A Z-value of 0 gives us 0.5 on the table. A Z-value of 0.56 gives us 0.7123 on the table. The solution is 0.7123? 0.50
= 0.212 = 21.2%.