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NEW QUESTION: 1
Identify the setup that allows news and information of interest to be published to suppliers through the Oracle Supplier Portal Cloud.
A. enabling feed from social media sites such as Facebook, Twitter, and so on on using
"Manage Common Options for Purchasing"
B. enabling RSS feed from a customers' corporate web portal
C. setting up Specify Supplier News Content in the Functional Setup Manager
D. configuring the "News Broadcast" field using the "Manage Supplier" task
Answer: B
NEW QUESTION: 2
オンライン販売アプリケーションは、ラップトップデバイスとモバイルデバイスの両方をサポートします。アプリケーションスキンを構成していて、モバイルデバイスのレスポンシブレイアウトが関係者の要求どおりにビューを表示していないことに気付きました。
ラップトップユーザーに悪影響を与えることなくこの状況を解決できる2つのオプションはどれですか？ （2つ選択してください。）
A. モバイルポータルで最適に表示されるように、肌の反応動作を調整します。
B. モバイルアプリケーションバージョンのスキンは使用しないでください。
C. プロセスを更新して、モバイルユーザーに個別のポータルを提供します。
D. すべてのポータルで同じアプリケーションスキンを使用します。
Answer: A,D
NEW QUESTION: 3
A customer reports their hosts are performing slowly after migration to a new VMAX array.
You review performance data from the VMAX and note the following:
-I/O sizes are 16 KB.
-The front-end director ports are operating at 1 GB auto-negotiate.
-Several front-end director ports are approaching 100% utilization.
-A few director ports show little or no utilization.
What do you advise the customer?
A. Add more HBAs to each host accessing the VMAX and consider setting the host I/O size to 8 KB or less.
B. Rebalance the hosts across all available FA ports and consider setting the front-end director ports to 2 GB or higher.
C. Rebalance the hosts across all available FA ports and consider upgrading the SAN switch ports to 2 GB or higher.
D. Reduce the number of hosts that are accessing the VMAX and consider implementing iSCSI connectivity.
Answer: C
NEW QUESTION: 4
A study of business faculty at state supported institutions in Ohio revealed that the mean salary for nine months is $52,000 and the standard deviation of the sample is $3,000. The study also showed that the faculty had been employed an average (mean) of 15 years with a standard deviation of 4 years. How does the relative dispersion in the distribution of salaries compare with that of the lengths of service?
A. None of these answers
B. Salaries about 2%, service about 6%
C. Salaries about 6%, service about 27%
D. Salaries about 100%, service about 50%
E. Salaries about 42%, service about 81%
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The coefficient of variation = (s*100)/mean. Salary: 3,000*100/52,000 = 5.7%. Service: 4*100/15 = 26.7%.