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1. Explain the difference between an object and an object reference.
2. Explain the difference between an object and an object variable.
3. Explain the difference between an object and a class.
4. Give the Java code for constructing an object of class Rectangle, and for declaring an object variable of class Rectangle.
Read the article Measure for Measure: Getting Started with Social Media Success Metrics (https://www.ama.org/publications/MarketingInsights/Pages/measure-to-measure.aspx) by Lauren Drell and Julie Davis.
Solve the problem of Example 9.2 by Milne's predictor-corrector method, and compare the results with those obtained earlier by the Runge-Kutta method. Comment on the difference between the computational effort involved in the two methods.
Analyze video game-type interfaces and discuss three (3) reasons why video game-type interfaces would not be effective for real-world applications.
Are there other ways to arrange the computations to avoid having 3 copies of the data in memory at once? If so, are these faster or slower than our approach above in read Log()?
Write a comparison paper of the different kinds of productivity software in the cloud, their features and functionality. (iWork/Office 365/Googleapps/Dropbox)
In your own words, describe the purpose of the working directory and how it can speed or slow file access. In your opinion, should there be more than one working directory? Explain.
Calculate the expected value for this game. Interpret what it means. Do not forget that you initially lose $1 by buying a ticket.
Does your answer change if A is not SPD and instead of CG we apply GMRES?
If this same amount of head loss is associated with pumping the fluid from the lower lake to the higher one at the same flow rate, estimate the amount of pumping power required.
Assuming that variables value1 and value2 are both declared as ints, which of the following statements causes the result of the calculation to be truncated?
how does the performance change in the absence of barrier synchronization?
Compute a matrix P whose 11 rows are the values of the position vector r evaluated at the times t = 0, 0.5, 1, 1.5, . . . 5 s.
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