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NEW QUESTION: 1
Which status represents a failure state in AWS CloudFormation?
A. <code>DELETE_COMPLETE_WITH_ARTIFACTS</code>
B. <code>UPDATE_COMPLETE_CLEANUP_IN_PROGRESS</code>
C. <code>ROLLBACK_FAILED</code>
D. <code>ROLLBACK_IN_PROGRESS</code>
Answer: D
Explanation:
ROLLBACK_IN_PROGRESS means an UpdateStack operation failed and the stack is in the process of trying to return to the valid, pre-update state.
UPDATE_COMPLETE_CLEANUP_IN_PROGRESS means an update was successful, and CloudFormation is deleting any replaced, no longer used resources. ROLLBACK_FAILED is not a CloudFormation state (but UPDATE_ROLLBACK_FAILED is).
DELETE_COMPLETE_WITH_ARTIFACTS does not exist at all.
http://docs.aws.amazon.com/AWSCloudFormation/latest/UserGuide/using-cfn-updating- stacks.html

NEW QUESTION: 2
All of the following are required by the GIPS for composite construction except for:
A. New portfolios.
B. Actual assets under management.
C. Portfolios terminated two periods ago.
Answer: C
Explanation:
Terminated portfolios must be included in the historical record of the appropriate composites up to the last full measurement period that the portfolio was under management.

NEW QUESTION: 3
ルーターのイーサネットポートに172.16.112.1/20のIPアドレスが割り当てられている場合、このサブネットで許可されるホストの最大数はいくつですか?
A. 0
B. 1
C. 2
D. 3
E. 4
Answer: C
Explanation:
Each octet represents eight bits. The bits, in turn, represent (from left to right): 128, 64, 32 , 16 ,
8, 4, 2, 1
Add them up and you get 255. Add one for the all zeros option, and the total is 256. Now take away one of these for the network address (all zeros) and another for the broadcast address (all ones). Each octet represents 254 possible hosts. Or 254 possible networks. Unless you have subnet zero set on your network gear, in which case you could conceivably have 255.
The CIDR addressing format (/20) tells us that 20 bits are used for the network portion, so the maximum number of networks are 2


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20 minus one if you have subnet zero enabled, or minus 2 if not.
You asked about the number of hosts. That will be 32 minus the number of network bits, minus two. So calculate it as (2