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// Overload binary + for ThreeD + ThreeD public static ThreeD operator +(ThreeD op1, ThreeD op2) { ThreeD result = new ThreeD(); /* This adds together the coordinates of the two points and returns the result */ resultx = op1x + op2x; resulty = op1y + op2y; resultz = op1z + op2z; return result; } // 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; } // Overload binary + for int + ThreeD public static ThreeD operator +(int op1, ThreeD op2) { ThreeD result = new ThreeD(); resultx = op2x + op1; resulty = op2y + op1; resultz = op2z + op1; return result; } // Show X, Y, Z coordinates public void Show() { ConsoleWriteLine(x + ", " + y + ", " + z); } } class ThreeDDemo { static void Main() { ThreeD a = new ThreeD(1, 2, 3); ThreeD b = new ThreeD(10, 10, 10); ThreeD c = new ThreeD();

Part I:

Thus, for angles between 0 and /2, the new definition of sine and cosine using the unit circle is clearly equivalent to the classical definition using adjacent and opposite sides and the hypotenuse For other angles , the classical

ConsoleWrite("Here is a: "); aShow(); ConsoleWriteLine(); ConsoleWrite("Here is b: "); bShow(); ConsoleWriteLine(); c = a + b; // ThreeD + ThreeD ConsoleWrite("Result of a + b: "); cShow(); ConsoleWriteLine(); c = b + 10; // ThreeD + int ConsoleWrite("Result of b + 10: "); cShow(); ConsoleWriteLine(); c = 15 + b; // int + ThreeD ConsoleWrite("Result of 15 + b: "); cShow(); } }

The output from this program is shown here:

EXERCISE 30: Use the Hub & Spokes Model Draw a circle in the center of a sheet of paper and write a summary of your objective and audience analysis inside Focus on the key words that will affect your targeted personality types, the desired level of formality, your goal to persuade or educate, and the organizational structure you ve selected Once you re ready to concentrate, draw spokes out from the center circle and jot notes to yourself Take as long as you need, stopping only when you re out of ideas When you re done, look for your most important point That s likely to be your starting point Your conclusion will be a summary point Your Hub & Spokes model will differ, of course, from Brad s And while you may lack his technical expertise and the details behind his recommendation, you can still use the Hub & Spokes model to get your thoughts down on paper Were you able to jot down relevant thoughts What came to your mind Take a look at Brad s Hub & Spokes model (Figure 81) and read his comments I was struck by two things, Brad explained First, I wrote the word diversify twice Second, I found myself in a defensive position, as if I was going to be attacked for not recommending Jacksonville If I came across as defensive during my presentation, I would weaken my performance, so I decided that I needed to win the committee s respect for my analytical process before I explained the results

Here is a: 1, 2, 3 Here is b: 10, 10, 10 Result of a + b: 11, 12, 13 Result of b + 10: 20, 20, 20 Result of 15 + b: 25, 25, 25

The relational operators, such as = = or <, can also be overloaded and the process is straightforward Usually, an overloaded relational operator returns a true or false value This is in keeping with the normal usage of these operators and allows the overloaded relational operators to be used in conditional expressions If you return a different type result, then you are greatly restricting the operator s utility Here is a version of the ThreeD class that overloads the < and > operators In this example, these operators compare ThreeD objects based on their distance from the origin One object is greater than another if its distance from the origin is greater One object is less than another if its distance from the origin is less than the other Given two points, such an implementation could be used to determine which point lies on the larger sphere If neither operator returns true, then the two points lie on the same sphere Of course, other ordering schemes are possible