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In an expression involving exponentiation, a negative quantity can be raised to a power only if the exponent is an integer. (Do not confuse the exponent in an arithmetic expression with the exponent that is a part of a single- or double-precision real constant.) To understand this restriction, we must see how exponentiation is carried out. If the exponent is an integer quantity, the quantity to be exponentiated is multiplied by itself an appropriate number of times. But if the exponent is not an integer quantity, Visual Basic computes the logarithm of the quantity being exponentiated, multiplies this logarithm by the exponent, and then computes the antilog. Since the logarithm of a negative number is not defined, we see that the operation is invalid if the quantity being exponentiated is negative.

tin >> f i r s t ;

PRINCIPLE 6:

tout CC "\tLast name initial: ";

Fig. 13-4

tin >> l a s t ;

tout CC "Hello,

If two sides of a triangle are congruent to two sides of another triangle, the triangle having the greater included angle has the greater third side.

'I cc first CC '.

PRINCIPLE 7:

'I CC last << ".!\n";

If two sides of a triangle are congruent to two sides of another triangle, the triangle having the greater third side has the greater angle opposite this side.

When the program is executed, the Open dialog box appears, as shown in Fig. 9.58. Once data file Teams.dat is selected, the first record is displayed, as shown in Fig. 9.59(a). Any changes to this record can then be entered within the appropriate text box, as shown in Fig. 9.59(b), where the number of losses has been increased from 4 to 5. Clicking on the Update button then causes the new values to be saved to the data file. The next record then appears, as shown in Fig. 9.60. (The user may also click on the Next button, which results in the next record being displayed without saving the values from the previous record.) The process continues until the last record has been processed, resulting in the controls being disabled, as shown in Fig. 9.61.

This example illustrates a standard way to format input. The first output line alerts the user to what general input is needed. This is followed by a sequence of specific input requests, called user prompts. Each user prompt is indented with the tab character \ t, and by omitting the newline character \ n it leaves the cursor on the same line for the user to enter a response there.

13.1E

More than one variable may be read in the same input statement:

main0 char first, last; tout cc "Enter your first and last initials: "; tin >> first >> last; tout << "Hello, ' CC first << '. 'I CC last << ".!\n";

PRINCIPLE 8:

This shows that the input stream tin reads the items from left to right; i.e., the left-most variable is read first. Since the char type is an integer type, tin will ignore all leading white space (i.e., blanks, tabs, and newlines) when it reads input. So the input in this example could have been entered as

PRINCIPLE 9:

Notice that this prevents the input of blanks as characters using input operator CC. In later chapters, we will see more specialized methods for character input. 2.2 THE if STATEMENT

In the same or equal circles, the greater arc has the greater central angle. (This is the converse of Principle 8.)

if (condition) statement;

Fig. 13-5

Fig. 9.59(a)

condi ti on is an integer expression and s ta temen t is any executable statement. The ta temen t will be executed only if the condi ti on has a nonzero value. (Whenever an integer

PRINCIPLE 10:

expression is being evaluated as a condition, a nonzero value is interpreted to mean true and a zero value to mean false. ) Notice the required parentheses around the condi t ion. EXAMPLE

main0 -t int n, d; tout cc "Enter two integers: "; tin >> n >> d; if (n%d == 0) tout CC n CC It is divisible by ' CC d CC endl;

Fig. 13-6