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c = a + b; // add a and b together ConsoleWrite("Result of a + b: "); cShow(); ConsoleWriteLine(); c = a + b + c; // add a, b, and c together ConsoleWrite("Result of a + b + c: "); cShow(); ConsoleWriteLine(); c = c - a; // subtract a ConsoleWrite("Result of c - a: "); cShow(); ConsoleWriteLine(); c = c - b; // subtract b ConsoleWrite("Result of c - b: "); cShow(); ConsoleWriteLine(); c = -a; // assign -a to c ConsoleWrite("Result of -a: "); cShow(); ConsoleWriteLine(); c = a++; // post-increment a ConsoleWriteLine("Given c = a++"); ConsoleWrite("c is "); cShow(); ConsoleWrite("a is "); aShow(); // Reset a to 1, 2, 3 a = new ThreeD(1, 2, 3); ConsoleWrite("\nResetting a to "); aShow(); c = ++a; // pre-increment a ConsoleWriteLine("\nGiven c = ++a"); ConsoleWrite("c is "); cShow(); ConsoleWrite("a is "); aShow(); } }

In practice, when we calculate the trigonometric functions of an angle , we reduce it by multiples of 2 so that we can consider an equivalent angle ,

The output from the program is shown here:

Here is a: 1, 2, 3

Part I:

y opposite side unit circle (x, y)

Here is b: 10, 10, 10 Result of a + b: 11, 12, 13 Result of a + b + c: 22, 24, 26 Result of c - a: 21, 22, 23 Result of c - b: 11, 12, 13 Result of -a: -1, -2, -3 Given c = a++ c is 1, 2, 3 a is 2, 3, 4 Resetting a to 1, 2, 3 Given c = ++a c is 2, 3, 4 a is 2, 3, 4

For any given class and operator, an operator method can, itself, be overloaded One of the most common reasons for this is to allow operations between a class type and other types of data, such as a built-in type For example, once again consider the ThreeD class To this point, you have seen how to overload the + so that it adds the coordinates of one ThreeD object to another However, this is not the only way in which you might want to define addition for ThreeD For example, it might be useful to add an integer value to each coordinate of a ThreeD object Such an operation could be used to translate axes To perform such an operation, you will need to overload + a second time, as shown here:

// Overload binary + for ThreeD + int public static ThreeD operator +(ThreeD op1, int op2) { ThreeD result = new ThreeD(); resultx = op1x + op2; resulty = op1y + op2; resultz = op1z + op2; return result; }

Which structure do you think is best Each of the ve structures would work; there is no one best solution Consider how each alternative might be used: 1 If past history would be a useful predictor of future risk, it might make sense to use the chronology structure However, given that Brad said risk factors such as fraud and theft defy prediction, this structure might be of limited value 2 Listing the categories of risk might help Brad make his points 3 PAR is always a good alternative when you need to be persuasive 4 Q&A would allow Brad to highlight certain compelling points by posing carefully phrased questions 5 The data summary might well be displayed using a visual layout However, Brad wants his report to be only one page in length Based on the above analysis, most of us would have narrowed our alternatives to category, PAR, and Q&A Did you

called the associated principal angle, satisfying 0 < 2 For instance, 15 /2 has associated principal angle 3 /2 (since 15 /2 3 /2 = 3 2 ) and 10 /3 has associated principal angle 2 /3 (since 10 /3 2 /3 = 12 /3 = 2 2 )

Notice that the second parameter is of type int Thus, the preceding method allows an integer value to be added to each field of a ThreeD object This is permissible because, as explained earlier, when overloading a binary operator, one of the operands must be of the same type as the class for which the operator is being overloaded However, the other operand can be of any other type Here is a version of ThreeD that has two overloaded + methods:

9:

// Overload addition for ThreeD + ThreeD, and for ThreeD + int using System;