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Object-Oriented Basic Concepts 1.1 Describe, compare, and contrast primitives (integer, floating point, boolean, and character), enumeration types, and objects. 3.1 Develop code that uses primitives, enumeration types, and object references, and recognize literals of these types. 4.2 Given an algorithm as pseudo-code, determine the correct scope for a variable used in the algorithm, and develop code to declare variables in any of the following scopes: instance variable, method parameter, and local variable. 4.4 Given an algorithm with multiple inputs and an output, develop method code that implements the algorithm using method parameters, a return type, and the return statement, and recognize the effects when object references and primitives are passed into methods that modify them. 1.3 Describe, compare, and contrast class compositions, associations (including multiplicity one-to-one, one-to-many, and many-to-many), and association navigation. 3.3 Develop code that implements simple class associations, code that implements multiplicity using arrays, and recognize code that implements compositions as opposed to simple associations, and code that correctly implements association navigation. 1.2 Describe, compare, and contrast concrete classes, abstract classes, and interfaces, and how inheritance applies to them. 1.4 Describe information hiding (using private attributes and methods), encapsulation, and exposing object functionality using public methods; and describe the JavaBeans conventions for setter and getter methods. Understanding Primitives, Enumerations, and Objects Practical Uses of Primitives, Enumerations, and Objects Understanding Variable Scope 4 130

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System.out.println(a != b); // Prints true, different references System.out.println(a != c); // Prints true, different references System.out.println(b != c); // Prints false, same references

Numeric Promotion of Binary Values By this point, you may be wondering what the compiler does with the operands when they are of different primitive types. Numeric promotion rules are applied on binary values for the additive (+, -), multiplicative (*, /, %), comparison (<, <=, >, >=), equality (==, !=), bitwise (&, ^, |), and conditional ( :) operators. See Table 3-3.

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In this example we will develop a Visual Basic program that evaluates sin(x) using the first n terms of the series expansion, and then compares this value with the more accurate value returned from the Visual Basic sin function. The values of x (in degrees) and n will be input values. When evaluating the series expansion, we will make use of the Factorial function procedure presented in the last two examples. The preliminary control layout is shown in Fig. 7.15, followed by the initial property assignments.

Logical operators return Boolean values. Three are logical operators on the exam: logical AND, logical OR, and logical negation.

Logical (conditional) operators evaluate a pair of Boolean operands. Understanding their short-circuit principle is necessary for the exam.

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The logical AND operator evaluates the left and right operands. If both values of the operands have a value of true, then a value of true is returned. The logical AND is considered a short-circuit operator. If the left operand returns false, then there is no

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Object Form1 Label1 Label2 Label3 Label4 Label5 Label6 Text1 Text2 Text3 Property Caption Caption Font Caption Font Caption Font Caption Font Caption Font Caption Font Caption Font Caption Font Caption Font (Continues on next page)

TABlE 3-3

Check 1 Check 2 Check 3 Check 4 Check if one and only one operand is a double primitive. If so, convert the non-double primitive to a double, and stop checks. Check if one and only one operand is a float primitive. If so, convert the non-float primitive to a float, and stop checks. Check if one and only one operand is a long primitive. If so, convert the non-long primitive to a long, and stop checks. Convert both operands to int.

need to check the right operator since both would need to be true to return true; thus, it short-circuits. Therefore, whenever the left operand returns false, the expression terminates and returns a value of false.

Value Sine of x Series approximation for sin(x) MS Sans Serif, 12-point x = MS Sans Serif, 10-point n = MS Sans Serif, 10-point Sin (x): MS Sans Serif, 10-point Series approximation: MS Sans Serif, 10-point Correct value: MS Sans Serif, 10-point (none) MS Sans Serif, 10-point (none) MS Sans Serif, 10-point (none) MS Sans Serif, 10-point

/* Assigns true */ boolean and1 = true && true; /* Assigns false */ boolean and2 = true && false; /* Assigns false, right operand not evaluated */ boolean and3 = false && true; /* Assigns false, right operand not evaluated */ boolean and4 = false && false;

The logical OR operator evaluates the left and right operands. If either value of the operands has a value of true, then a value of true is returned. The logical AND is considered a short-circuit operator. If the left operand returns true, there is no need to check the right operator, since either needs to be true to return true; thus, it short-circuits. Again, whenever the left operand returns true, the expression terminates and returns a value of true.

/* Assigns true, right operand not evaluated */ boolean or1 = true || true; /* Assigns true, right operand not evaluated */ boolean or2 = true || false; /* Assigns true */ boolean or3 = false || true; /* Assigns false */ boolean or4 = false || false;