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NEW QUESTION: 1
A. Option D
B. Option A
C. Option C
D. Option B
Answer: C
Explanation:
Explanation
References:
http://xrmcubed.com/defining-the-proper-scope-when-configuring-workflows-in-dynamics-crm/
NEW QUESTION: 2
Drag and drop the BGP terms from the left onto the correct descriptions on the right
Answer:
Explanation:
Explanation
external BGP = peers are in different autonomous systems (AS)
internal BGP = peers are in the same autonomous systems
Autonomous System = separate network operating within one administrative domain Private autonomous system (AS)= numbers which range from 64512 to 65535 Public AS = between 1 and 64511 Prefix = block of ip addresses
NEW QUESTION: 3
Which of the following lines in an OpenSSL configuration adds an X 509v3 Subject Alternative Name extension for the host names example.org and www.example.org to a certificate?
A. commonName = subjectAltName= www.example.org,
subjectAltName = example.org
B. subject= CN= www.example.org, CN=example.org
C. subjectAltName = DNS: www.example.org, DNS:example.org
D. extension= SAN: www.example.org, SAN:example.org
E. subjectAltName: www.example.org, subjectAltName: example.org
Answer: C
Explanation:
Explanation/Reference:
https://www.openssl.org/docs/manmaster/apps/x509v3_config.html
NEW QUESTION: 4
Which of the following statements is true:
I. A high market beta implies a high degree of correlation with the market II. Correlation coefficient and covariance between assets have the same sign III. A correlation of zero indicates the absence of a linear relationship between the two assets IV. Unless assets are perfectly correlated, diversification always reduces portfolio risk.
A. I
B. II, III and IV
C. I and II
D. I, II, III and IV
Answer: B
Explanation:
Explanation
A high beta does not necessarily imply a high correlation with the market. The relationship between beta and correlation can be expressed as 103.04.e2103.04.e2, where x is the market portfolio and y is
the asset under consideration.
103.04.e
This means that a high market beta could be due to high volatility of the asset in question, and not because of a high correlation. Therefore statement I is not correct.Statement II is correct as correlation and covariance have the same sign. This is because correlation = covariance/product of standard deviations. Since standard deviation is always positive, correlation and covariance will have the same sign.A correlation of zero indicates the absence of a linear relationship between two variables - therefore statement III is correct.Statement IV is correct as well, because unless correlation is +1, diversification always reduces total portfolio risk.