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We shall not provide the details of the proof of this formula, but refer the interested reader to [SCH2]

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As explained, in C# all variables must be declared Normally, a declaration includes the type of the variable, such as int or bool, followed by the name of the variable However, beginning with C# 30, it became possible to let the compiler determine the type of a local variable based on the value used to initialize it This is called an implicitly typed variable An implicitly typed variable is declared using the keyword var, and it must be initialized The compiler uses the type of the initializer to determine the type of the variable Here is an example:

var e = 27183;

Because e is initialized with a floating-point literal (whose type is double by default), the type of e is double Had e been declared like this:

For our first example, we calculate the area under a parabola:

var e = 27183F;

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Three o clock is the deadline for submissions Your report raised several important issues that I want to review with you within the next several days Before we meet tomorrow, we need to By the end of the day, I ll need a full accounting of Now that I ve reviewed your proposal, I have several questions Call Ms Carter right away and assure her of our full support

then e would have the type float, instead The following program demonstrates implicitly typed variables It reworks the program shown in the preceding section so that all variables are implicitly typed

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using System; class ImplicitlyTypedVar { static void Main() { // These are now implicitly typed variables They // are of type double because their initializing // expressions are of type double var s1 = 40; var s2 = 50; // Now, hypot is implicitly typed Its type is double // because the return type of Sqrt() is double var hypot = MathSqrt( (s1 * s1) + (s2 * s2) ); ConsoleWrite("Hypotenuse of triangle with sides " + s1 + " by " + s2 + " is "); ConsoleWriteLine("{0:####}", hypot); // The following statement will not compile because // s1 is a double and cannot be assigned a decimal value

Part I:

Refer to Figure 48 as we reason along Let f ( x) = x 2 Consider the partition P of the interval [1, 2] consisting of k + 1 points x0 , x1 , , xk The corresponding Riemann sum is

19:

The program begins by creating a class called ChrPair that will hold the results of the query It then creates two character arrays, called chrs and chrs2 It uses the following query to produce all possible combinations of the two sequences:

var pairs = from ch1 in chrs from ch2 in chrs2 select new ChrPair(ch1, ch2);

R( f, P) =

The nested from clauses cause both chrs and chrs2 to be iterated over Here is how it works First, a character is obtained from chrs and stored in ch1 Then, the chrs2 array is enumerated With each iteration of the inner from, a character from chrs2 is stored in ch2 and the select clause is executed The result of the select clause is a new object of type ChrPair that contains the character pair ch1, ch2 produced by each iteration of the inner from Thus, a ChrPair is produced in which each possible combination of characters is obtained Another common use of a nested from is to iterate over a data source that is contained within another data source An example of this is found in the section, Use let to Create a Variable in a Query, later in this chapter

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