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NEW QUESTION: 1
A client will move his investment account unless the portfolio manager earns at least a 10 percent rate of return on the account. The rate of return for the portfolio the portfolio manager has chosen has a normal probability distribution with an expected return of 19 percent and a standard deviation of 4.5 percent. What is the probability that the portfolio manager will keep this account?
A. 0.950
B. 0.975
C. 1.000
Answer: B
Explanation:
As a rule of thumb, two standard deviations produce a 95% confidence level. Since this question presents a one-tailed test, the probability of falling below the expected value by two standard deviations is 2.5%. Confidence interval = (19% - 10%)/4.5% = 2 standard deviations The frequency of outcomes two standard deviations less than the expected return is 2.28%. Hence, Probability of keeping the account = 1.0000 - 0.0228 = 0.9772, closest to 0.975.
NEW QUESTION: 2
Which actions can you use in a Business Rule configuration? Note: There are 3 correct answers to this question.
A. Create Reqirement
B. Delete Report
C. Create Object
D. Delete Object
E. Build Query
Answer: B,C,D
NEW QUESTION: 3
An administrator wants to implement virtual machine encryption. Which component encrypts the virtual machine files?
A. Data encryption key (DEK)
B. Key encryption key (KEK)
C. Certificate
D. Key management server (KMS)
Answer: B
Explanation:
https://docs.vmware.com/en/VMware-vSphere/6.7/com.vmware.vsphere.security.doc/GUID-9035D542-B76B-4244-966D-2A8D92ABF54C.html
NEW QUESTION: 4
Consider a TAS associated to dynamically changing software frequent releases. Your goal is to determine the amount of effort required to maintain the automated tests of the regression test suite for each new release of the SUT.
What is the MOST important metric to collect to achieve your goal?
A. The number of automated tests which fail because of a single software defect, for each new release of the SUT
B. The number of automated tests requiring maintenance, for each new release of the SUT.
C. The code coverage achieved with the automated tests, for each new release of the SUT
D. The time it takes to execute all the automated tests, for each new release of the SUT.
Answer: A