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As shown in the tables above, there are a number of blank rows and blank columns. Requirement 5 is related to vacancies. There is not explicit handling of vacancies, although a vacancy should be the absence of a reservation on a particular date. Requirement 6.3 is the customer phone number, and it is missing. Requirement 6.5 is the agreed upon price, which is missing from the reservation information. Requirement 7.1 mentions the 1 day s payment, which is also not in the attributes. Column A.1 is the daylist, which is included to help search for vacancies. B and B.1 are necessary but not specific to a requirement. C.8 is a constructor. D.1 through D.4 are details of the transactions, which are neglected in the requirements.
Figure 26 55. The iTunes software installation final success screen (Windows)
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money is borrowed and r is the annual rate of interest. Construct a table showing the monthly payments on a 30-year mortgage of $250,000 at rates of 6% to 8% in increments of 25%.
12n
Now that you have successfully downloaded and started the installation file on your Mac, you should see a screen similar to the one shown in Figure 26 56. This screen will have a main heading that says something like, Welcome to the iTunes Installer. Follow these steps to complete the installation process.
list = Table[{PaddedForm[r, {4, 4}], PaddedForm[payment, {6, 2}]}, {r, .06, .08, .0025}]; TableForm[list, TableHeadings {None, {" rate", " payment"}}] rate 0.0600 0.0625 0.0650 0.0675 0.0700 0.0725 0.0750 0.0775 0.0800 payment 1498.88 1539.29 1580.17 1621.50 1663.26 1705.44 1748.04 1791.03 1834.41
1. Given the following design, indicate for the following ideas of coupling, cohesion, and abstraction whether it is desirable to have a high or low value and how this design exempli es the term. Class college student* stulist[MAX] course* courselist[MAX] public: addStudent(char* studentname) addStudentToCourse(char* studentname, char* coursename) void displayStudent(char* studentname) void displayStudentsInCourse(char* coursename) Class course student* classroll[MAX] public: void displayStudents()
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Anyone who has ever tried to plot a graph using one of the standard programming languages will appreciate the ease with which graphs can be produced in Mathematica. In many instances, only one simple instruction is all that is needed to produce a pictorial representation of a function or a more general relationship between two variables. Although Mathematica s defaults work well in most instances, there are many options available to control subtleties. We shall describe the more common ones in this section and present a variety of examples that illustrate the ease with which graphs may be constructed. The basic command for drawing the graph of a function is Plot. Although x is used as the independent variable in the following description, any symbol may be used in its place.
Figure 26 56. The iTunes software installation wizard s first screen (Apple Mac)
Plot[f[x], {x, xmin, xmax} plots a two-dimensional graph of the function f(x) on the interval xmin x xmax.
Plot[x2, {x, 3, 3}]
Figure 26 57. The iTunes software installation What s new screen (Apple Mac)
Class student char* name public: void displayname()
Plot[{f[x], g[x]}, {x, xmin, xmax}] plots the graphs of f(x) and g(x) from xmin to xmax on the same set of axes. This command can be generalized in a natural way to plot three or more functions.
Plot[{x2, 9 x2}, {x, 3, 3}]
You can scroll down to check out what s new in the latest version of iTunes, as well as to see the system requirements (see Figure 26 58). Click Continue to move on.
When plotting points over a specified interval, Mathematica makes a decision on the range of points to plot in order to produce a pleasing graph. PlotRange is an option that allows the user to override Mathematica s default.
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