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application s toolbar by default) or View Normal (display the current data in the default mode). Within a menu, entries should be grouped in logical subsets, and each subset is typically delineated with a horizontal line or a double space. Menu commands should be left-justified, and it is common and appropriate to display keyboard shortcut commands, whenever they are available, to the right of the menu entry. Each application will have its own unique set of menus on the menu bar, but several of the menus will be very consistent from application to application. These most consistent menus are the File and the Edit. File will vary a bit from application to application, but it will almost always include commands (menu items), for New, Open, Save, Print, Close, and Exit. These commands refer to the current document or project as a whole. Edit can vary also, but will typically include commands for Undo, Redo, Cut, Copy, Paste, Clear, Select, and Find. These editing commands are used to modify portions of the active document or project. Not to give anything away here, but not having a standard menu bar with standard menus and menu items will cost you big time on your exam score.

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The second most common way to provide navigational capabilities within a GUI is through the use of navigational buttons. Navigational buttons are typically placed on the bottom (or sometimes the right side) of the active window. Navigational buttons typically act on the entire active window; examples include the Save button on a File dialog window, or the Print button on a Print dialog window. In both cases, activating the button causes a system action to take place, followed by a navigation to a different window in the application. Sometimes a navigational button will serve a solely navigational function such as Close, which closes the current window and returns the user back to the previous window.

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Now consider a coil of N turns in which each turn, considered by itself, has the same inductance of L henrys. If there were NO COUPLING WHATEVER between any turn and any other turn, the total inductance Lt would simply be the sum of the individual inductances of the individual turns; thus Lt L L L L L NL 18-A Now imagine an inductor coil of N turns, of L henrys each, in which 100% COUPLING EXISTS BETWEEN EACH TURN AND ALL THE OTHER TURNS; this would constitute a true ideal inductor and, in such a case, the amount of 2L would have to be added to eq. (18-A) FOR EVERY POSSIBLE COMBINATION OF TWO TURNS in the coil. Thus, for example, 2L would be added one time for N 2, three times for N 3, six times for N 4, ten times for N 5, and so on; this is illustrated in the gures below for N 2; N 3, and N 4.

Now, if we try to compile the Tea subclass:

5.60000e-005 5.60000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005 7.00000e-005

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Thus eq. (18-A) would become for N 2; for N 3; for N 4; for N 5; Lt L L L 2L 4L 2 2 L Lt L L L 2L 2L 2L 9L 3 2 L Lt L L L L 2L 2L 2L 2L 2L 2L 16L 4 2 L Lt 5L 10 2L 25L 5 2 L

package exam.stuff; import cert.Beverage; class Tea extends Beverage { }

We get the following error:

and upon continuing on in this manner it soon becomes evident that an ideal inductor of N turns has a total inductance of Lt N 2 L kN 2 ; as stated; where L inductance/turn. (It should be mentioned that the above result can also be derived by direct application of the formula for the combination of N things taken two at a time.)

>javac Tea.java Tea.java:3: Can't subclass final classes: class cert.Beverage class Tea extends Beverage{ 1 error

In practice, you ll almost never make a final class. A final class obliterates a key benefit of OO extensibility. So unless you have a serious safety or security issue, assume that some day another programmer will need to extend your class. If you don t, the next programmer forced to maintain your code will hunt you down and <insert really scary thing>.

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