lafore_robert_objectoriented_programming_in_c
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Objects and Classes
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const Objects
In several example programs, we’ve seen that we can apply const to variables of basic types such as int to keep them from being modified. In a similar way, we can apply const to objects of classes. When an object is declared as const, you can’t modify it. It follows that you can use only const member functions with it, because they’re the only ones that guarantee not to modify it. The CONSTOBJ program shows an example.
//constObj.cpp
//constant Distance objects #include <iostream>
using namespace std;
////////////////////////////////////////////////////////////////
class Distance |
//English Distance class |
{ |
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private: |
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int feet; |
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float inches; |
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public: |
//2-arg constructor |
Distance(int ft, float in) : feet(ft), inches(in)
{}
void |
getdist() |
//user input; non-const func |
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{ |
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cout << “\nEnter feet: “; |
cin >> |
feet; |
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cout << “Enter inches: “; |
cin >> |
inches; |
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} |
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void |
showdist() const |
//display distance; const func |
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{ |
cout << feet << “\’-” << inches |
<< ‘\”’; } |
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};
////////////////////////////////////////////////////////////////
int main()
{
const Distance football(300, 0);
// football.getdist(); |
//ERROR: getdist() not const |
cout << “football = “; |
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football.showdist(); |
//OK |
cout << endl; |
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return 0; |
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} |
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A football field (for American-style football) is exactly 300 feet long. If we were to use the length of a football field in a program, it would make sense to make it const, because changing it would represent the end of the world for football fans. The CONSTOBJ program makes football a const variable. Now only const functions, such as showdist(), can be called for this object. Non-const functions, such as getdist(), which gives the object a new value obtained from the user, are illegal. In this way the compiler enforces the const value of football.
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When you’re designing classes it’s a good idea to make const any function that does not modify any of the data in its object. This allows the user of the class to create const objects. These objects can use any const function, but cannot use any non-const function. Remember, using const helps the compiler to help you.
What Does It All Mean?
Now that you’ve been introduced to classes and objects, you may wonder what benefit they really offer. After all, as you can see by comparing several of the programs in this chapter with those in Chapter 4, it’s possible to do the same sorts of things with a procedural approach as it is with objects.
One benefit of OOP that you may have glimpsed already is the close correspondence between the real-world things being modeled by the program and the C++ objects in the program. A widget part object in a program represents a widget part in the real world, a card object represents a card, a circle object represents a graphics circle, and so on. In C++, everything about a widget part is included in its class description—the part number and other data items, and the functions necessary to access and operate on this data. This makes it easy to conceptualize a programming problem. You figure out what parts of the problem can be most usefully represented as objects, and then put all the data and functions connected with that object into the class. If you’re using a C++ class to represent a playing card, you put into this class the data items that represent the value of the card, and also the functions to set value, retrieve it, display it, compare it, and so on.
In a procedural program, by contrast, the global variables and functions connected with a realworld object are distributed all over the listing; they don’t form a single, easily grasped unit.
In some situations it may not be obvious what parts of a real-life situation should be made into objects. If you’re writing a program that plays chess, for instance, what are the objects? The chessmen, the squares on the board, or possibly entire board positions?
In small programs, such as many of the ones in this book, you can often proceed by trial and error. You break a problem into objects in one way and write trial class definitions for these objects. If the classes seem to match reality in a useful way, you continue. If they don’t, you may need to start over, selecting different entities to be classes. The more experience you have with OOP, the easier it will be to break a programming problem into classes.
Larger programs may prove too complex for this trial-and-error approach. A new field, objectoriented design (OOD) is increasingly applied to analyzing a programming problem and figuring out what classes and objects should be used to represent the real-world situation (which is often called the problem domain). We’ll discuss this methodology in detail in Chapter 16, “Object-Oriented Software Development.”
Objects and Classes
Some of the benefits of object-oriented programming are probably not apparent at this point. Remember that OOP was devised to cope with the complexity of large programs. Smaller programs, such as the examples in this chapter, have less need for the organizational power that OOP provides. The larger the program, the greater the benefit. But even for small programs, once you start thinking in object-oriented terms, the OO design approach becomes natural and surprisingly helpful. One advantage is that in an OO program the compiler can find many more conceptual errors than in a procedural program.
Summary
A class is a specification or blueprint for a number of objects. Objects consist of both data and functions that operate on that data. In a class definition, the members—whether data or functions— can be private, meaning they can be accessed only by member functions of that class, or public, meaning they can be accessed by any function in the program.
A member function is a function that is a member of a class. Member functions have access to an object’s private data, while non-member functions do not.
A constructor is a member function, with the same name as its class, that is executed every time an object of the class is created. A constructor has no return type but can take arguments. It is often used to give initial values to object data members. Constructors can be overloaded, so an object can be initialized in different ways.
A destructor is a member function with the same name as its class but preceded by a tilde (~). It is called when an object is destroyed. A destructor takes no arguments and has no return value.
In the computer’s memory there is a separate copy of the data members for each object that is created from a class, but there is only one copy of a class’s member functions. You can restrict a data item to a single instance for all objects of a class by making it static.
One reason to use OOP is the close correspondence between real-world objects and OOP classes. Deciding what objects and classes to use in a program can be complicated. For small programs, trial and error may be sufficient. For large programs, a more systematic approach is usually needed.
Questions
Answers to these questions can be found in Appendix G.
1.What is the purpose of a class definition?
2.A ________ has the same relation to an ________ that a basic data type has to a variable of that type.
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3.In a class definition, data or functions designated private are accessible
a.to any function in the program.
b.only if you know the password.
c.to member functions of that class.
d.only to public members of the class.
4.Write a class definition that creates a class called leverage with one private data member, crowbar, of type int and one public function whose declaration is void pry().
5.True or false: Data items in a class must be private.
6.Write a statement that defines an object called lever1 of the leverage class described in Question 4.
7.The dot operator (or class member access operator) connects the following two entities (reading from left to right):
a.A class member and a class object
b.A class object and a class
c.A class and a member of that class
d.A class object and a member of that class
8.Write a statement that executes the pry() function in the lever1 object, as described in Questions 4 and 6.
9.Member functions defined inside a class definition are ________ by default.
10.Write a member function called getcrow() for the leverage class described in Question 4. This function should return the value of the crowbar data. Assume the function is defined within the class definition.
11.A constructor is executed automatically when an object is ________.
12.A constructor’s name is the same as _________.
13.Write a constructor that initializes to 0 the crowbar data, a member of the leverage class described in Question 4. Assume that the constructor is defined within the class definition.
14.True or false: In a class you can have more than one constructor with the same name.
15.A member function can always access the data
a.in the object of which it is a member.
b.in the class of which it is a member.
c.in any object of the class of which it is a member.
d.in the public part of its class.
16.Assume that the member function getcrow() described in Question 10 is defined outside the class definition. Write the declaration that goes inside the class definition.
Objects and Classes
17.Write a revised version of the getcrow() member function from Question 10 that is defined outside the class definition.
18.The only technical difference between structures and classes in C++ is that _________.
19.If three objects of a class are defined, how many copies of that class’s data items are stored in memory? How many copies of its member functions?
20.Sending a message to an object is the same as _________.
21.Classes are useful because they
a.are removed from memory when not in use.
b.permit data to be hidden from other classes.
c.bring together all aspects of an entity in one place.
d.can closely model objects in the real world.
22.True or false: There is a simple but precise methodology for dividing a real-world programming problem into classes.
23.For the object for which it was called, a const member function
a.can modify both const and non-const member data.
b.can modify only const member data.
c.can modify only non-const member data.
d.can modify neither const nor non-const member data.
24.True or false: If you declare a const object, it can only be used with const member functions.
25.Write a declaration (not a definition) for a const void function called aFunc() that takes one const argument called jerry of type float.
Exercises
Answers to the starred exercises can be found in Appendix G.
*1. Create a class that imitates part of the functionality of the basic data type int. Call the class Int (note different capitalization). The only data in this class is an int variable. Include member functions to initialize an Int to 0, to initialize it to an int value, to display it (it looks just like an int), and to add two Int values.
Write a program that exercises this class by creating one uninitialized and two initialized Int values, adding the two initialized values and placing the response in the uninitialized value, and then displaying this result.
*2. Imagine a tollbooth at a bridge. Cars passing by the booth are expected to pay a 50 cent toll. Mostly they do, but sometimes a car goes by without paying. The tollbooth keeps track of the number of cars that have gone by, and of the total amount of money collected.
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Model this tollbooth with a class called tollBooth. The two data items are a type unsigned int to hold the total number of cars, and a type double to hold the total amount of money collected. A constructor initializes both of these to 0. A member function called payingCar() increments the car total and adds 0.50 to the cash total. Another function, called nopayCar(), increments the car total but adds nothing to the cash total. Finally, a member function called display() displays the two totals. Make appropriate member functions const.
Include a program to test this class. This program should allow the user to push one key to count a paying car, and another to count a nonpaying car. Pushing the Esc key should cause the program to print out the total cars and total cash and then exit.
*3. Create a class called time that has separate int member data for hours, minutes, and seconds. One constructor should initialize this data to 0, and another should initialize it to fixed values. Another member function should display it, in 11:59:59 format. The final member function should add two objects of type time passed as arguments.
A main() program should create two initialized time objects (should they be const?) and one that isn’t initialized. Then it should add the two initialized values together, leaving the result in the third time variable. Finally it should display the value of this third variable. Make appropriate member functions const.
4.Create an employee class, basing it on Exercise 4 of Chapter 4. The member data should comprise an int for storing the employee number and a float for storing the employee’s compensation. Member functions should allow the user to enter this data and display it.
Write a main() that allows the user to enter data for three employees and display it.
5.Start with the date structure in Exercise 5 in Chapter 4 and transform it into a date class. Its member data should consist of three ints: month, day, and year. It should also have two member functions: getdate(), which allows the user to enter a date in 12/31/02 format, and showdate(), which displays the date.
6.Extend the employee class of Exercise 4 to include a date class (see Exercise 5) and an etype enum (see Exercise 6 in Chapter 4). An object of the date class should be used to hold the date of first employment; that is, the date when the employee was hired. The etype variable should hold the employee’s type: laborer, secretary, manager, and so on.
These two items will be private member data in the employee definition, just like the employee number and salary. You’ll need to extend the getemploy() and putemploy() functions to obtain this new information from the user and display it. These functions will probably need switch statements to handle the etype variable. Write a main() program that allows the user to enter data for three employee variables and then displays this data.
7.In ocean navigation, locations are measured in degrees and minutes of latitude and longitude. Thus if you’re lying off the mouth of Papeete Harbor in Tahiti, your location is 149 degrees 34.8 minutes west longitude, and 17 degrees 31.5 minutes south latitude. This is
Objects and Classes
written as 149°34.8’ W, 17°31.5’ S. There are 60 minutes in a degree. (An older system also divided a minute into 60 seconds, but the modern approach is to use decimal minutes instead.) Longitude is measured from 0 to 180 degrees, east or west from Greenwich, England, to the international dateline in the Pacific. Latitude is measured from 0 to 90 degrees, north or south from the equator to the poles.
Create a class angle that includes three member variables: an int for degrees, a float for minutes, and a char for the direction letter (N, S, E, or W). This class can hold either a latitude variable or a longitude variable. Write one member function to obtain an angle value (in degrees and minutes) and a direction from the user, and a second to display the angle value in 179°59.9’ E format. Also write a three-argument constructor. Write a main() program that displays an angle initialized with the constructor, and then, within a loop, allows the user to input any angle value, and then displays the value. You can use the hex character constant ‘\xF8’, which usually prints a degree (°) symbol.
8.Create a class that includes a data member that holds a “serial number” for each object created from the class. That is, the first object created will be numbered 1, the second 2, and so on.
To do this, you’ll need another data member that records a count of how many objects have been created so far. (This member should apply to the class as a whole; not to individual objects. What keyword specifies this?) Then, as each object is created, its constructor can examine this count member variable to determine the appropriate serial number for the new object.
Add a member function that permits an object to report its own serial number. Then write a main() program that creates three objects and queries each one about its serial number. They should respond I am object number 2, and so on.
9.Transform the fraction structure from Exercise 8 in Chapter 4 into a fraction class. Member data is the fraction’s numerator and denominator. Member functions should accept input from the user in the form 3/5, and output the fraction’s value in the same format. Another member function should add two fraction values. Write a main() program that allows the user to repeatedly input two fractions and then displays their sum. After each operation, ask whether the user wants to continue.
10.Create a class called ship that incorporates a ship’s number and location. Use the approach of Exercise 8 to number each ship object as it is created. Use two variables of the angle class from Exercise 7 to represent the ship’s latitude and longitude. A member function of the ship class should get a position from the user and store it in the object; another should report the serial number and position. Write a main() program that creates three ships, asks the user to input the position of each, and then displays each ship’s number and position.
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11.Modify the four-function fraction calculator of Exercise 12 in Chapter 5 to use a fraction class rather than a structure. There should be member functions for input and output, as well as for the four arithmetical operations. While you’re at it, you might as well install the capability to reduce fractions to lowest terms. Here’s a member function that will reduce the fraction object of which it is a member to lowest terms. It finds the greatest common divisor (gcd) of the fraction’s numerator and denominator, and uses this gcd to divide both numbers.
void fraction::lowterms() |
// change ourself to lowest terms |
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{ |
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long |
tnum, tden, temp, gcd; |
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tnum |
= labs(num); |
// use non-negative copies |
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tden |
= labs(den); |
// |
(needs cmath) |
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if(tden==0 ) |
// check for n/0 |
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{ |
cout << “Illegal fraction: division by 0”; exit(1); } |
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else |
if( tnum==0 ) |
// check for 0/n |
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{num=0; den = 1; return; }
//this ‘while’ loop finds the gcd of tnum and tden while(tnum != 0)
if(tnum < tden) |
// ensure numerator larger |
{ temp=tnum; tnum=tden; tden=temp; } // swap them |
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tnum = tnum - tden; |
// subtract them |
} |
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gcd = tden; |
// this is greatest common divisor |
num = num / gcd; |
// divide both num and den by gcd |
den = den / gcd; |
// to reduce frac to lowest terms |
} |
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You can call this function at the end of each arithmetic function, or just before you perform output. You’ll also need the usual member functions: four arithmetic operations, input, and display. You may find a two-argument constructor useful.
12.Note that one advantage of the OOP approach is that an entire class can be used, without modification, in a different program. Use the fraction class from Exercise 11 in a program that generates a multiplication table for fractions. Let the user input a denominator, and then generate all combinations of two such fractions that are between 0 and 1, and multiply them together. Here’s an example of the output if the denominator is 6:
1/6 1/3 1/2 2/3 5/6
-----------------------------------------
1/6 |
1/36 |
1/18 |
1/12 |
1/9 |
5/36 |
1/3 |
1/18 |
1/9 |
1/6 |
2/9 |
5/18 |
1/2 |
1/12 |
1/6 |
1/4 |
1/3 |
5/12 |
2/3 |
1/9 |
2/9 |
1/3 |
4/9 |
5/9 |
5/6 |
5/36 |
5/18 |
5/12 |
5/9 |
25/36 |
Arrays and Strings |
CHAPT E R |
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Array Fundamentals 264 |
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• Arrays as Class Member Data |
279 |
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Arrays of Objects 283 |
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C-Strings 290 |
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The Standard C++ string Class |
302 |
Chapter 7
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In everyday life we commonly group similar objects into units. We buy peas by the can and eggs by the carton. In computer languages we also need to group together data items of the same type. The most basic mechanism that accomplishes this in C++ is the array. Arrays can hold a few data items or tens of thousands. The data items grouped in an array can be simple types such as int or float, or they can be user-defined types such as structures and objects.
Arrays are like structures in that they both group a number of items into a larger unit. But while a structure usually groups items of different types, an array groups items of the same type. More importantly, the items in a structure are accessed by name, while those in an array are accessed by an index number. Using an index number to specify an item allows easy access to a large number of items.
Arrays exist in almost every computer language. Arrays in C++ are similar to those in other languages, and identical to those in C.
In this chapter we’ll look first at arrays of basic data types such as int and char. Then we’ll examine arrays used as data members in classes, and arrays used to hold objects. Thus this chapter is intended not only to introduce arrays, but to increase your understanding of objectoriented programming.
In Standard C++ the array is not the only way to group elements of the same type. A vector, which is part of the Standard Template library, is another approach. We’ll look at vectors in Chapter 15, “The Standard Template Library.”
In this chapter we’ll also look at two different approaches to strings, which are used to store and manipulate text. The first kind of string is an array of type char, and the second is a member of the Standard C++ string class.
Array Fundamentals
A simple example program will serve to introduce arrays. This program, REPLAY, creates an array of four integers representing the ages of four people. It then asks the user to enter four values, which it places in the array. Finally, it displays all four values.
//replay.cpp
//gets four ages from user, displays them #include <iostream>
using namespace std;
int main() |
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{ |
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int age[4]; |
//array ‘age’ of 4 ints |