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NEW QUESTION: 1
フェデレーションIDシステムでは、認証が成功した後、IDプロバイダーは何に情報を送信しますか？
A. サービスリレー
B. サービスオリジネーター
C. サービスリレー
D. 依存パーティ
Answer: D
Explanation:
Upon successful authentication, the identity provider sends an assertion with appropriate attributes to the relying party to grant access and assign appropriate roles to the user. The other terms provided are similar sounding to the correct term but are not actual components of a federated system.
NEW QUESTION: 2
개발중인 응용 프로그램에는 수백 개의 비디오 파일을 저장해야 합니다. 저장 전에 응용 프로그램 내에서 데이터를 암호화해야 하며 각 비디오 파일에 고유 한 키가 있어야 합니다.
개발자는 애플리케이션을 어떻게 코딩해야 합니까?
A. KMS GenerateDataKey API를 사용하여 데이터 키를 가져옵니다. 데이터 키로 데이터를 암호화하십시오. 암호화 된 데이터 키와 데이터를 저장하십시오.
B. AWS KMS 키를 사용하여 서버 측 암호화를 사용하여 S3 버킷에 데이터를 업로드합니다.
C. 암호화 라이브러리를 사용하여 애플리케이션의 암호화 키를 생성합니다. 암호화 키를 사용하여 데이터를 암호화하십시오. 암호화 된 데이터를 저장하십시오.
D. KMS 암호화 API를 사용하여 데이터를 암호화합니다. 암호화 된 데이터 키와 데이터를 저장하십시오.
Answer: A
Explanation:
Explanation
Refer AWS documentation - KMS GenerateDataKey
Returns a data encryption key that you can use in your application to encrypt data locally.
You must specify the customer master key (CMK) under which to generate the data key. You must also specify the length of the data key using either the field. You must specify one field or the other, but not both. For common key lengths (128-bit and 256-bit symmetric keys), we recommend that you use KeySpec. To perform this operation on a CMK in a different AWS account, specify the key ARN or alias ARN in the value of the KeyId parameter.
This operation returns a plaintext copy of the data key in the field of the response, and an encrypted copy of the data key in the CiphertextBlob field. The data key is encrypted under the CMK specified in the KeyId field of the request.
NEW QUESTION: 3
If the spread between the required rate of return on a stock and the dividend growth rate decreases, the price of the stock:
A. is not affected or increases.
B. decreases.
C. increases.
D. is not affected.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
In the usual notation, the Dividend Discount Model gives Po = D1/(k-g). When k - g decreases, all else equal, the stock price rises.
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