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Both statements assign to x the value of x minus 100 There are compound assignment operators for many of the binary operators (that is, those that require two operands) The general form of the shorthand is var-name op = expression; Thus, the arithmetic and logical assignment operators are

FIGURE 125 Time chart (showing compounding of three cams)

Before you can access a collection through an enumerator, you must obtain one Each of the collection classes provides a GetEnumerator( ) method that returns an enumerator to the start of the collection Using this enumerator, you can access each element in the collection, one element at a time In general, to use an enumerator to cycle through the contents of a collection, follow these steps:

We plot these points on a single set of axes (Fig 119) Supposing that the curve we seek to draw is a smooth interpolation of these points (calculus will later show us that this supposition is correct), we nd that our curve is as shown in Fig 120 This curve is called a parabola

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1 Obtain an enumerator to the start of the collection by calling the collection s GetEnumerator( ) method 2 Set up a loop that makes a call to MoveNext( ) Have the loop iterate as long as MoveNext( ) returns true 3 Within the loop, obtain each element through Current Here is an example that implements these steps It uses an ArrayList, but the general principles apply to any type of collection, including the generic collections

using System; using SystemCollections; class EnumeratorDemo { static void Main() { ArrayList list = new ArrayList(1); for(int i=0; i < 10; i++) listAdd(i); // Use enumerator to access list IEnumerator etr = listGetEnumerator(); while(etrMoveNext()) ConsoleWrite(etrCurrent + ); ConsoleWriteLine(); // Re enumerate the list etrReset(); while(etrMoveNext()) ConsoleWrite(etrCurrent + ); ConsoleWriteLine(); } }

Sketch the graph of the curve {(x, y): y = x 3 }

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