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NEW QUESTION: 1
Solutions Architect는 AWS에서 애플리케이션을 설계하고 있습니다. 보안상의 이유로 아키텍트는 인터넷을 통해 애플리케이션 또는 데이터베이스 계층을 노출해서는 안됩니다. 응용 프로그램은 비용이 적게 들고 확장 가능한 프런트 엔드가 있어야 합니다. 소프트웨어 및 패치 업데이트를 다운로드하려면 데이터베이스 및 응용 프로그램 계층에 단방향 인터넷 액세스 권한 만 있어야 합니다.
이러한 요구 사항을 충족시키는 데 도움이되는 솔루션은 무엇입니까?
A. 응용 프로그램 계층의 프런트 엔드로 NAT 게이트웨이를 사용하고 개인 리소스가 인터넷에 액세스 할 수 있도록합니다.
B. ELB Classic Load Balancer를 응용 프로그램 계층의 프런트 엔드로 사용하고 NAT 게이트웨이를 사용하여 개인 리소스에 대한 인터넷 액세스를 허용하십시오.
C. Amazon EC2 기반 프록시 서버를 애플리케이션 계층의 프런트 엔드로 사용하고 NAT 게이트웨이를 사용하여 개인 리소스에 대한 인터넷 액세스를 허용하십시오.
D. ELB Classic Load Balancer를 애플리케이션 계층의 프런트 엔드로 사용하고 Amazon EC2 프록시 서버를 사용하여 개인 리소스에 대한 인터넷 액세스를 허용하십시오.
Answer: B

NEW QUESTION: 2
A task has been developed which upgrades the corporate VPN client to the latest version.
The administrator is required to Take Action on this task while giving end users the option of whether or not they would like to install this version.
How is this accomplished?
A. Offer tab of the Take Action dialog
B. Notification tab of the Take Action dialog
C. Messages tab of the Take Action dialog
D. Pre-Action tab of the Take Action dialog
Answer: C
Explanation:
Android uses "sticky notifications" for messaging the end user. The notification will stay in the Android status bar until a user opens and dismisses the notification (which is the typical way that Android notifications work). The messages for Android are controlled by "Messages" tab in the "Take Action Dialog", which is similar to any other BigFix Agent.
Reference:https://www.ibm.com/developerworks/community/wikis/home?lang=en#!/wiki/Tivoli+En dpoint+Manager/page/Sending+Messages+to+Mobile+Devices

NEW QUESTION: 3


Answer:
Explanation:

Explanation

References:
http://azure.microsoft.com/blog/2015/01/05/rbac-and-azure-websites-publishing/

NEW QUESTION: 4
The Black-Scholes model assumes near perfect markets for both the options and the underlying stock. Among other conditions, the model assumes the following EXCEPT:
A. There are no commissions or other transaction costs in buying or selling the stock or the option
B. Trading never stops. It is continuous through time following a geometric Brownian motion
C. The short-term risk-free rate is known and is constant through time
D. The stock price does not follow a random walk with a long normal distribution
Answer: D