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Understanding the invariant ( 232/20) for this loop requires special care, because the condition in the while has side effects Those side effects affect the truth of the invariant: Successfully executing cin >> x makes the first part of the invariant-the part that says that we have read count grades-false Accordingly, we must change our analysis to account for the effect that the condition itself might have on the invariant We know that the invariant was true before evaluating the condition, so we know that we have already read count grades If cin >> x succeeds, then we have now read count + 1 grades We can make this part of the invariant true again by incrementing count However, doing so falsifies the second part of the invariant-the part that says that sum is the sum of the first count grades-because after we have incremented count, sum is now the sum of the first count - 1 grades, not the first count grades Fortunately, we can make the second part of the invariant true by executing sum += x; so that the entire invariant will be true on subsequent trips through the while If the condition is false, it means that our attempt at input failed, so we didn't get any more data, and so the invariant is still true As a result, we do not have to account for the condition's side effects after the whi1e finishes

Switching to the buildproperties tab in the editor shows the properties being manipulated by the editor In this case, the sourcefavoritesjar property is a comma-separated list of source directories for the favoritesjar, the outputfavoritesjar property is a comma-separated list of directories containing binary files for the favoritesjar, and the binincludes property is a comma-separated list of files and directories to be included in the plug-in itself

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The program that we've written so far has a design shortcoming: It throws away each homework grade as soon as it has read it Doing so is fine for computing averages, but what if we wanted to use the median homework grade instead of the average The most straightforward way to find the median of a collection of values is to sort the values into increasing (or decreasing) order and pick the middle one or, if the number of values is even, take the average of the two values nearest the middle Medians are often more useful than averages, because although they still account correctly for consistent performance, they won't cause a few lousy grades to blow the whole course A bit of thinking should convince us that to compute medians, we must change our program fundamentally In order to find the median of an unknown number of values, we must store every value until we have read them all To find the average, we were able to store only the count and running total of the items we'd read The average was just the total divided by the count

source = src/ output = bin/ binincludes = pluginxml,\ META-INF/,\ ,\ icons/,\ preferencesini,\ pluginproperties,\ abouthtml,\ aboutini,\ aboutmappings,\ aboutproperties,\ favoritesgif,\ featuregif,\ schema/

Inheritance is a powerful way to achieve code reuse, but it is not always the best tool for the job Used inappropriately, it leads to fragile software It is safe to use inheritance within a package, where the subclass and the superclass implementation are under the control of the same programmers It is also safe to use inheritance when extending classes specifically designed and documented for extension (Item 15) Inheriting from ordinary concrete classes across package boundaries, however, is dangerous As a reminder, this book uses the word inheritance to mean implementation inheritance (when one class extends another) The problems discussed in this item do not apply to interface inheritance (when a class implements an interface or where one interface extends another) Unlike method invocation, inheritance breaks encapsulation [Snyder86] In other words, a subclass depends on the implementation details of its superclass for its proper function The superclass's implementation may change from release to release, and if it does, the subclass may break, even though its code has not been touched As a consequence, a subclass must evolve in tandem with its superclass, unless the superclass's authors have designed and documented it specifically for the purpose of being extended To make this concrete, let's suppose we have a program that uses a HashSet To tune the performance of our program, we need to query the HashSet as to how many elements have been added since it was created (not to be confused with its current size, which goes down when an element is removed) To provide this functionality, we write a HashSet variant that keeps count of the number of attempted element insertions and exports an accessor for this count The HashSet class contains two methods capable of adding elements, add and addAll, so we override both of these methods:

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