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We now press the Calculate button, which again displays the Open dialog box, as shown in Fig. 9.35. We must then select an existing text file from the Open dialog box. The file selected must be a modified data file, containing both high and low temperatures for each day. Fig. 9.35 shows that we have selected the recently created data file New Daily Temperatures.txt.

Fig. 4-35

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where type is the name of some C++ type. For example, the declaration tells the compiler two things: (1) the name of the variable is n, and (2) the variable has type int. Every variable must have a type. Its type tells the compiler how the variable s values are to be stored and used. We can characterize a type by the set of all possible values. that could be assigned to a variable of that type. On some computers, the int type set consists of all the integers in the range from -32,768 to 32,767. C++ is an object-oriented programming language. Among other things, this means that the language is good at simulating systems that consist of interacting objects such as an airport control system. In such a simulation, the objects in the system (airplanes, people, luggage, etc.)

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An exterior angle of a polygon is formed whenever one of its sides is extended through a vertex. If each of the sides of a polygon is extended, as shown in Fig. 4-36, an exterior angle will be formed at each vertex. Each of these exterior angles is the supplement of its adjacent interior angle.

are represented by variables in the computer program. So variables are often referred to as objects themselves and are visualized as self-contained entities endowed with certain capabilities. In this context we say that the declaration creates the object. The variable being declared 6 then is the name of the object. We can visualize the effect of the declaration int n like this:

Fig. 4-36

The declaration creates the object shown here. Its name is n and its type is int. The shaded box represents that area of memory that has been allocated to the object to store its value. The question marks indicate that no value has been given to the object yet. An assignment is one way that an object s value can be changed. For example,

n = 66;

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Thus, in the case of pentagon ABCDE, there will be five exterior angles, one at each vertex. Note that each exterior angle is the supplement of an adjacent interior angle. For example, mja mja 180 .

The second and third runs test boundary values; i.e., the extreme situations. One extreme is where the new item is larger than all the elements in the array. This is tested in the second run by inserting 400. The other extreme is where the new item is smaller than all the elements in the array. This is tested in the third run by inserting 200.

The sum of the measures of the angles of a triangle equals the measure of a straight angle or 180 .

a[], int n, int x)

4.12 ASSIGNING PROPERTIES COLLECTIVELY (THE With BLOCK) When assigning values to several properties within the same object at run time, it is often convenient to do so using a With block. This construct allows the object name to be specified only once, followed by each of the property assignments. The use of With blocks is logically more concise than individual, independent property assignments. It may also be computationally more efficient, particularly if the property references involve several layers (e.g., form.object.property). The general form of the With block is

Fig. 4-37

This function counts the number of times the item x appears among the first n elements of the array a and returns that count as the frequency of x in a.

PRINCIPLE 2:

int frequency(float [I, int, int); main0 { float a[]

= (561, 508, 329, 375, 455, 508, 561, 455, int n = 40, x; tout CC "Item: 1'; tin >> x; tout << 'The frequency CC frequency(a, n,

If two angles of one triangle are congruent respectively to two angles of another triangle, the remaining angles are congruent.

400, 301, 329, 599, 455, 400, 346, 346, 561, 390, 399, 400, 401, 561, 405, 405, 473, 329, 561, 505, 329, 455, 561, 599, 346, 301, 455, 561, 399, 599, 508, 508);

Fig. 4-38

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