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The important point to notice about the preceding program is that the verbatim string literals are displayed precisely as they are entered into the program The advantage of verbatim string literals is that you can specify output in your program exactly as it will appear on the screen However, in the case of multiline strings, the wrapping will obscure the indentation of your program For this reason, the programs in this book will make only limited use of verbatim string literals That said, they are still a wonderful benefit for many formatting situations One last point: Don t confuse strings with characters A character literal, such as 'X', represents a single letter of type char A string containing only one letter, such as "X", is still a string

Variables are declared using this form of statement: type var-name; where type is the data type of the variable and var-name is its name You can declare a variable of any valid type, including the value types just described It is important to understand that a variable s capabilities are determined by its type For example, a variable of type bool cannot be used to store floating-point values Furthermore, the type of a variable cannot change during its lifetime An int variable cannot turn into a char variable, for example All variables in C# must be declared prior to their use This is necessary because the compiler must know what type of data a variable contains before it can properly compile any statement that uses the variable It also enables C# to perform strict type-checking C# defines several different kinds of variables The kind that we have been using are called local variables because they are declared within a method

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CAMCO B-12345 (SAMPLE) FOLLOWER RADIUS FOLLOWER VELOC FOLLOWER ACCEL (INCHES) (INCHES/SEC) (INCH/SEC/SEC)

Part I:

SOLUTION We set the two equations equal and solve to nd that the curves intersect at x = 1 and x = 2 The situation is shown in Fig 420 Notice that y = (x 1)2 + 3 is the upper curve and y = x 2 2 is the lower curve Thus the desired area is

key2 The result of the join is described by result The type of key1 is Func<TOuter, TKey>, and the type of key2 is Func<TInner, TKey> The result argument is of type Func<TOuter, TInner, TResult> Here, TOuter is the element type of the invoking sequence; TInner is the element type of the passed sequence; and TResult is the type of the resulting elements An enumerable object is returned that contains the result of the join Although an argument to a query method such as Where( ) is a method compatible with the specified form of the Func delegate, it does not need to be an explicitly declared method In fact, most often it won t be Instead, you will usually use a lambda expression As explained in 15, a lambda expression is a new syntactic feature provided by C# 30 It offers a streamlined, yet powerful way to define what is, essentially, an anonymous method The C# compiler automatically converts a lambda expression into a form that can be passed to a Func parameter Because of the streamlined convenience offered by lambda expressions, they are used by all of the examples in this section

RADIUS OF CURV (INCHES) 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750 13750

By using the query methods in conjunction with lambda expressions, it is possible to create queries that do not use the C# query syntax Instead, the query methods are called Let s begin with a simple example It reworks the first program in this chapter so that it uses calls to Where( ) and Select( ) rather than the query keywords

// Use the query methods to create a simple query // This is a reworked version of the first program in this chapter using System; using SystemLinq; class SimpQuery { static void Main() { int[] nums = { 1, -2, 3, 0, -4, 5 };

2 1 2 1

3370000 3380000 3390000 3400000 3410000 3420000 3430000 3440000 3450000 3460000 3470000 3480000 3490000 3500000 3510000 3520000 3530000 3540000 3550000 3560000 3570000 3580000 3590000 3600000

// Use Where() and Select() to create a simple query var posNums = numsWhere(n => n > 0)Select(r => r); ConsoleWrite("The positive values in nums: "); // Execute the query and display the results foreach(int i in posNums) ConsoleWrite(i + " "); ConsoleWriteLine(); } }

The output, shown here, is the same as the original version:

3370000 3380000 3390000 3400000 3410000 3420000 3430000 3440000 3450000 3460000 3470000 3480000 3490000 3500000 3510000 3520000 3530000 3540000 3550000 3560000 3570000 3580000 3590000 3600000

The positive values in nums: 1 3 5

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