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Table 25-4 An ArrayList can be sorted by calling Sort( ) Once sorted, it can be efficiently searched by BinarySearch( ) The contents of an ArrayList can be reversed by calling Reverse( ) ArrayList supports several methods that operate on a range of elements within a collection You can insert another collection into an ArrayList by calling InsertRange( ) You can remove a range by calling RemoveRange( ) You can overwrite a range within an ArrayList with the elements of another collection by calling SetRange( ) You can also sort or search a range rather than the entire collection By default, an ArrayList is not synchronized To obtain a synchronized wrapper around a collection, call Synchronized( )

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Method public virtual void AddRange(ICollection c) public virtual int BinarySearch(object value)

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Description Adds the elements in c to the end of the invoking ArrayList Searches the invoking collection for the value passed in value The index of the matching element is returned If the value is not found, a negative value is returned The invoking list must be sorted Searches the invoking collection for the value passed in value using the comparison object specified by comparer The index of the matching element is returned If the value is not found, a negative value is returned The invoking list must be sorted Searches the invoking collection for the value passed in value using the comparison object specified by comparer The search begins at index and runs for count elements The index of the matching element is returned If the value is not found, a negative value is returned The invoking list must be sorted Copies the contents of the invoking collection to the array specified by array, which must be a one-dimensional array compatible with the type of the elements in the collection Copies the contents of the invoking collection to the array specified by array, beginning at arrayIndex The array must be a one-dimensional array compatible with the type of the elements in the collection Copies a portion of the invoking collection, beginning at index and running for count elements, to the array specified by array, beginning at arrayIndex array must be a onedimensional array compatible with the type of the elements in the collection Wraps list in a fixed-size ArrayList and returns the result Returns a portion of the invoking ArrayList The range returned begins at index and runs for count elements The returned object refers to the same elements as the invoking object

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In mathematics, we commonly write log x to mean the natural logarithm Thus you will sometimes encounter ln x and sometimes encounter log x (without any subscript); they are both understood to mean loge x, the natural logarithm

public virtual int BinarySearch(object value, IComparer comparer) public virtual int BinarySearch(int index, int count, object value, IComparer comparer) public virtual void CopyTo(Array array) public virtual void CopyTo(Array array, int arrayIndex)

public virtual void CopyTo(int index, Array array, int arrayIndex, int count)

Revise Stuart s introduction by following the steps that have been outlined in this chapter: 1 Look for compound sentences If you nd one, consider breaking the sentence into two or more separate units 2 In complicated sentences, consider how many separate thoughts and ideas are being expressed Can any be eliminated Are any redundant Can separate thoughts be written as separate sentences 3 Think about Stuart s use of adverbs, adjectives, and modifying phrases Are they needed Or are they diminishing the impact of his verbs and nouns, and thus should be eliminated 4 If ideas expressed in the modifying phrases are important, are there more precise words you can substitute for longer phrases 5 Is parallel construction maintained throughout Rewrite Stuart s paragraph with an eye to increasing its clarity and simplicity while preserving the meaning and tone How did you do Compare your thinking to Stuart s as you review his comments and revision 1 Look for compound sentences If you nd one, consider breaking the sentence into two or more separate units I realized that the rst sentence was way too long Seventy-one words Wow It was compound and complicated The rst thing I did was break it into two separate units

public static ArrayList FixedSize(ArrayList list) public virtual ArrayList GetRange(int index, int count)

TABLE 25-4

Whereas (as we have learned) differentiation is a straightforward process, integration is not The Fundamental Theorem of Calculus tells us that integration is reverse differentiation, and that reverse process can be quite tricky Thus there are various techniques of integration that one must master That is the subject of this chapter The aggregate of these techniques will give us a potent collection of tools for performing applications of the integral

Part II:

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