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NEW QUESTION: 1
An administrator wishes to replace a legacy clinical software product as it has become a security risk. The legacy product generates $10,000 in revenue a month. The new software product has an initial cost of $180,000 and a yearly maintenance of $2,000 after the first year. However, it will generate $15,000 in revenue per month and be more secure. How many years until there is a return on investment for this new package?
A. 0
B. 1
C. 2
D. 3
Answer: D
Explanation:
Return on investment = Net profit / Investment
where:
Profit for the first year is $60 000, second year = $ 120 000 ; third year = $ 180 000 ; and fourth year = $ 240 000 investment in first year = $ 180 000, by year 2 = $ 182 000; by year 3 = $ 184 000 ; and by year 4
= $ 186 000
Thus you will only get a return on the investment in 4 years' time.
NEW QUESTION: 2
You need to ensure that all users must change their password every 100 days.
To complete this task, sign in to the Microsoft 365 portal.
Answer:
Explanation:
See explanation below.
Explanation
You need to configure the Password Expiration Policy.
* Sign in to the Microsoft 365 Admin Center.
* In the left navigation pane, expand the Settings option.
* Click on Security and Privacy
* Select the Password Expiration Policy
* Ensure that the checkbox labelled Set user passwords to expire after a number of days is ticked.
* Enter 100 in the Days before passwords expire
* Click Save changes to save the changes.
NEW QUESTION: 3
The securities market line (SML) based upon the CAPM expresses the relationship between
A. market returns and asset returns
B. excess returns from the asset and its standard deviation
C. asset beta and expected returns
D. asset standard deviation and expected returns
Answer: C
Explanation:
Explanation
The security market line is generally shown graphically with returns on the y-axis and the asset's beta on the x-axis. The correct answer is Choice 'a'.
Note the difference between the SML and the CML (the capital markets line). The CML is the transformation line joining the risk free rate on the y-axis and the portfolio with the maximum Sharpe ratio on the efficient frontier, and expresses the relationship between risk and return.