Testing P_SECAUTH_21 Center & P_SECAUTH_21 Valid Test Book - Test P_SECAUTH_21 Online - Sapsam

  • Exam Code: P_SECAUTH_21
  • Exam Name: Certified Technology Professional - System Security Architect
  • Version: V15.35     Q & A: 208 Questions and Answers

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NEW QUESTION: 1
次の2つのクエリを評価します。

上記の2つのクエリに関して正しい説明はどれですか。
A. クエリ2のパフォーマンスが向上します。
B. CUST_CREDIT_LIMIT列にnull値がある場合にのみ、クエリ2でパフォーマンスが向上します。
C. クエリ2ではパフォーマンスが低下します。
D. 性能に変化はありません。
Answer: D

NEW QUESTION: 2
あなたは、モバイルスリープトラッキングアプリケーションを運営する会社の新しいITアーキテクトです。
夜間にアクティブにすると、モバイルアプリは収集された1キロバイトのデータポイントを5分ごとにバックエンドに送信します。
バックエンドは、ユーザーの認証とAmazon DynamoDBテーブルへのデータポイントの書き込みを処理します。
毎朝、テーブルをスキャンして、ユーザーごとに昨夜のデータを抽出および集計し、結果をAmazon S3に保存します。ユーザーは、Amazon SNSモバイルプッシュ通知を介して、新しいデータが利用可能であることを通知され、モバイルアプリによって解析および視覚化されます。
現在、主に北米を拠点とする約10万人のユーザーがいます。
バックエンドシステムのアーキテクチャを最適化して、コストを削減することが求められています。
あなたは何をお勧めします? (2つ選択)
A. Amazon Elasticacheを導入して、Amazon DynamoDBテーブルからの読み取りをキャッシュし、プロビジョニングされた読み取りスループットを削減します。
B. Amazon S3に保存されているJSONファイルの代わりに、モバイルアプリにAmazon DynamoDBに直接アクセスさせます。
C. 新しいAmazon DynamoDBテーブルを毎日作成し、そのデータがAmazon S3にある後の前日のテーブルを削除します。
D. データをAmazon Redshiftクラスターに直接書き込み、Amazon DynamoDBとAmazon S3の両方を置き換えます。
E. Amazon SQSキューを導入して、Amazon DynamoDBテーブルへの書き込みをバッファリングし、プロビジョニングされた書き込みスループットを削減します。
Answer: A,E

NEW QUESTION: 3
A Data Scientist is evaluating different binary classification models. A false positive result is 5 times more expensive (from a business perspective) than a false negative result.
The models should be evaluated based on the following criteria:
1) Must have a recall rate of at least 80%
2) Must have a false positive rate of 10% or less
3) Must minimize business costs
After creating each binary classification model, the Data Scientist generates the corresponding confusion matrix.
Which confusion matrix represents the model that satisfies the requirements?
A. TN = 91, FP = 9
FN = 22, TP = 78
B. TN = 96, FP = 4
FN = 10, TP = 90
C. TN = 99, FP = 1
FN = 21, TP = 79
D. TN = 98, FP = 2
FN = 18, TP = 82
Answer: D
Explanation:
The following calculations are required:
TP = True Positive
FP = False Positive
FN = False Negative
TN = True Negative
FN = False Negative
Recall = TP / (TP + FN)
False Positive Rate (FPR) = FP / (FP + TN)
Cost = 5 * FP + FN

Options C and D have a recall greater than 80% and an FPR less than 10%, but D is the most cost effective.

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