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// Sort and search an ArrayList using System; using SystemCollections; class SortSearchDemo { static void Main() { // Create an array list ArrayList al = new ArrayList(); // Add elements to the array list alAdd(55); alAdd(43); alAdd(-4); alAdd(88); alAdd(3); alAdd(19); ConsoleWrite("Original contents: "); foreach(int i in al) ConsoleWrite(i + " "); ConsoleWriteLine("\n"); // Sort alSort(); // Use foreach loop to display the list ConsoleWrite("Contents after sorting: "); foreach(int i in al) ConsoleWrite(i + " "); ConsoleWriteLine("\n"); ConsoleWriteLine("Index of 43 is " + alBinarySearch(43)); } }

Then the integration by parts formula tells us that x 2 ex dx = u dv = uv v du = x 2 ex ex 2x dx ( )

The output is shown here:

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Although an ArrayList can store objects of any type within the same list, when sorting or searching a list, it is necessary for those objects to be comparable For example, the preceding program would have generated an exception if the list had included a string (It is possible to create custom comparison methods that would allow the comparison of strings and integers, however Custom comparators are discussed later in this chapter)

Part II:

We see that we have transformed the integral into a simpler one (involving x ex instead of x 2 ex ), but another integration by parts will be required Now we take u = 2x and dv = ex dx Then u( x) = 2x v( x) = ex So equation ( ) equals x 2 ex u dv = x 2 ex u v = x 2 ex 2x ex v du ex 2 dx du = u ( x) dx = 2 dx dv = v ( x) dx = ex dx

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Obtaining an Array from an ArrayList When working with ArrayList, you will sometimes want to obtain an actual array that contains the contents of the list You can do this by calling ToArray( ) There are several reasons why you might want to convert a collection into an array Here are two: You may want to obtain faster processing times for certain operations, or you might need to pass an array to a method that is not overloaded to accept a collection Whatever the reason, converting an ArrayList to an array is a trivial matter, as the following program shows:

// Convert an ArrayList into an array using System; using SystemCollections; class ArrayListToArray { static void Main() { ArrayList al = new ArrayList(); // Add elements to the array list alAdd(1); alAdd(2); alAdd(3); alAdd(4); ConsoleWrite("Contents: "); foreach(int i in al) ConsoleWrite(i + " "); ConsoleWriteLine(); // Get the array int[] ia = (int[]) alToArray(typeof(int)); int sum = 0; // Sum the array for(int i=0; i<iaLength; i++) sum += ia[i]; ConsoleWriteLine("Sum is: " + sum); } }

The output from the program is shown here:

Contents: 1 2 3 4 Sum is: 10

This example differs from the previous ones because now we are evaluating a definiteintegral (ie, an integral with numerical limits) We still use the integration by parts formula, keeping track of the numerical limits of integration We first notice that, on the one hand, the integrand is not a product On the other hand, we certainly do not know an antiderivative for log x We remedy the situation by writing log x = 1 log x Now the only reasonable choice is to take u = log x and dv = 1 dx Therefore u( x) = log x v( x) = x and

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