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int main() { // tests the printDate() function: int month, day, year; do { cin >> month >> day >> year; printDate(month,day,year); } while (month > 0); } void printDate(int m, int d, int y) { // prints the given date in literal form: if (m < 1 || m > 12 || d < 1 || d > 31 || y < 0) { cerr << "Error: parameter out of range.\n"; return; } switch (m) { case 1: cout << "January "; break; case 2: cout << "February "; break; case 3: cout << "March "; break; case 4: cout << "April "; break; case 5: cout << "May "; break; case 6: cout << "June "; break; case 7: cout << "July "; break; case 8: cout << "August "; break; case 9: cout << "September "; break; case 10: cout << "October "; break; case 11: cout << "November "; break; case 12: cout << "December "; break; } cout << d << ", " << y << endl; } 12 7 1941 December 7, 1941 5 16 1994 May 16, 1994 0 0 0 Error: parameter out of range. The printDate() function returns no value. Its only purpose is to print the date. So its return type is void. The function uses a switch statement to print the month as a literal, and it prints the day and year as integers. Note that the function returns without printing anything if the parameters are obviously out of range (e.g., m > 12 or y < 0). But impossible values such as February 31, 1996 would be printed. Corrections for these anomalies are left as exercises.

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Fig. 2-9

In Fig. 2-10 we have indicated the square region 0 x 4, 1 y 5 within which the joint density function of X and Y is different from zero. The required probability is given by

Since a void function does not return a value, it need not include a return statement. If it does have a return statement, then it should appear simply as

2 3 x 1

3, shown shaded in Fig. 2-10. Since f(x, y)

return;

3 0 y

1 48

For B:

with no expression following the keyword return. In this case, the purpose of the return statement is simply to terminate the function.

Fig. 2-10

g(u)

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A function with no return value is an action. Accordingly, it is usually best to use a verb phrase for its name. For example, the above function is named printDate instead of some noun phrase like date. 5.8 BOOLEAN FUNCTIONS In some situations it is helpful to use a function to evaluate a condition, typically within an if statement or a while statement. Such functions are called boolean functions after the British logician George Boole (1815-1864) who developed boolean algebra. EXAMPLE 5.12 Classifying Characters

P[f(X)

c(u)]

The following program classifies the 128 ASCII characters (see Appendix A): #include <cctype> // defines the functions isdigit(), islower(), etc. #include <iostream> // defines the cout object using namespace std;

f [c(u)]

Consider first the case where u (x) or x (u) is an increasing function, i.e., u increases as x increases (Fig. 2-11). There, as is clear from the figure, we have (1) or

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void printCharCategory(char c); // prints the category to which the given character belongs; int main() { // tests the printCharCategory() function: for (int c=0; c < 128; c++) printCharCategory(c); } void printCharCategory(char c) { // prints the category to which the given character belongs: cout << "The character [" << c << "] is a "; if (isdigit(c)) cout << "digit.\n"; else if (islower(c)) cout << "lower-case letter.\n"; else if (isupper(c)) cout << "capital letter.\n"; else if (isspace(c)) cout << "white space character.\n"; else if (iscntrl(c)) cout << "control character.\n"; else if (ispunct(c)) cout << "punctuation mark.\n"; else cout << "Error.\n"; } The void function printCharCategory() calls the six boolean functions isdigit(), islower(), isupper() , isspace(), iscntrl(), and ispunct(). Each of these functions is predefined in the <cctype> header file. These functions are used to test objects character type (i.e., c type ). Here is part of the output: The character [] is a control character. The character [ ] is a white space character. The character [!] is a punctuation mark. The character ["] is a punctuation mark. The character [#] is a punctuation mark. The character [$] is a punctuation mark.

Fig. 2-11

This can hold for all u1 and u2 only if the integrands are identical, i.e.,

CHAP. 5]

g(u)

154 30 25 30 62.5(0.4305) 62.5 sin 25 30r 29.1 0.9250 sin 112 20r 112 20 ) sin 67 40 ] 62.5(0.6713) 0.9250 45.4

f [c(u)]cr(u)

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Data Matrix, also named ECC200, 2D Data Matrix barcode, is a two-dimensional matrix barcode commonly used to mark small items. Being space-efficient, Data Matrix is recommended by America's EIA for labeling small electronic components. Please download KA.Barcode for ASP.NET demo package freely.

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