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NEW QUESTION: 1
Which condition prevents the establishment of a DMPVN tunnel between two spokes?
A. IPsec is enabled on the spoke devices.
B. The two spokes have different tunnel keepalive settings.
C. HSRP is enabled on the spoke devices.
D. The two spokes are behind different PAT devices.
Answer: B
NEW QUESTION: 2
You are creating a Windows Communication Foundation (WCF) service that implements operations in a RESTful manner. You need to add a delete operation
You implement the delete method as follows. string oid Deleteltems(string id);
You need to configi.re WCF to ci this method when the client calls the service with the HTTP DRETE opera on
What should you do?
A. Add the Weblnvoke(UriTemplate = "/Items/(idy, Method="DELETE") attribute to the operation
B. Replace the sting parameter with a RemovedActivityAction parameter
C. Replace the return type with RemovedActivityktion.
D. Add the HttpDelete tribute to the operation
Answer: A
NEW QUESTION: 3
You have an Azure subscription that contains the resources in the following table.
Subnet1 is associated to VNet1. NIC1 attaches VM1 to Subnet1. You need to apply ASG1 to VM1.
What should you do?
A. Modify the properties of ASG1.
B. Modify the properties of NSG1.
C. Associate NIC1 to ASG1.
Answer: A
NEW QUESTION: 4
귀사 (회사 Y)는 자사 제품 중 하나를 사용하여 유럽 시장에 진출하기로 결정했으며 현재 3 가지 광고 전략을 고려하고 있습니다. 이 시장은 현재 Company X에 속해 있습니다. Company X는 귀사가 시장에 진입하고 있으며 시장을 보호하기 위한 단계를 고려하고 있음을 알고 있습니다. 귀사의 분석가가 X 회사가 개발할 수있는 세 가지 전략을 확인했으며 아래 표에 각각의 성과를 보여주었습니다.
분석가는 이 문제를 다음과 같이 공식화했습니다.
A. 제로섬 게임.
B. 자연과의 게임.
C. 협동 게임.
D. 죄수의 딜레마.
Answer: A
Explanation:
Game theory is a mathematical approach to decision making when confronted with an enemy or competitor. Games are classified according to the number of players and the algebraic sum of the payoffs. In a two-player game, if the payoff is given by the loser to the winner, the algebraic sum is zero, and the game is a zero-sum game; if it is possible for both players to profit, the game is a positive-sum game. In this situation, the sum of the payoffs for each combination of strategies is zero. For example, if X takes no action and Y chooses limited advertising, X's payoff is -1 and Y's is 1.