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NEW QUESTION: 1
Which feature can enable smartphone users to quickly and easily set up a connection to a printer?
A. Wi-Fi network hotspot
B. HP ePrint
C. NFC: Touch to Print
D. HP Wireless Direct
Answer: D

NEW QUESTION: 2
What is the concept of segregating information or processes, within the same system or application, for security reasons?
A. Pooling
B. fencing
C. Sandboxing
D. Cellblocking
Answer: C
Explanation:
Explanation
Sandboxing involves segregating and isolating information or processes from others within the same system or application, typically for security concerns. This is generally used for data isolation (for example, keeping different communities and populations of users isolated from other similar data).

NEW QUESTION: 3
Given the code fragment:
List<String> empDetails = Arrays.asList("100, Robin, HR",
" 200, Mary, AdminServices",
" 101, Peter, HR");
empDetails.stream()
.filter(s-> s.contains("1"))
.sorted()
.forEach(System.out::println); //line n1
What is the result?
A. 100, Robin, HR
2 00, Mary, AdminServices
1 01, Peter, HR
B. A compilation error occurs at line n1.
C. 100, Robin, HR
1 01, Peter, HR
2 00, Mary, AdminServices
D. 100, Robin, HR
1 01, Peter, HR
Answer: D

NEW QUESTION: 4
If the current stock price is $100, the risk-free rate of interest is 10% per year, and the value of a put option expiring in 1 year on this stock at a strike price of $110 is $5. What is the value of the call option with the same strike?
A. $4.55
B. $15
C. $5
D. $10
Answer: C
Explanation:
Explanation
We can use the put-call parity to estimate the value of the call option in this case.
The put-call parity can be expressed as:
Value of call - Value of put = Spot price - Exercise price discounted to the present Substituting the values we know:
Value of call - $5 = $100 - $110/(1 + 10%); which implies the value of a call is also $5.
Choice 'a' is therefore the correct answer.
Note about interest rates: How do we know if the interest rate provided in the question is continuous or discrete? For short periods of time, the difference between discrete and continuous exchange rates tends to be not material. For ease of computation, use discrete rates (as above), and it should allow you to answer the question.