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// Overload | public static bool operator |(ThreeD op1, ThreeD op2) { if( ((op1x != 0) || (op1y != 0) || (op1z != 0)) | ((op2x != 0) || (op2y != 0) || (op2z != 0)) ) return true; else return false; } // Overload & public static bool operator &(ThreeD op1, ThreeD op2) {

Part I:

First, a new null set is created Second, find( ) is called to determine whether ch is a member of the original set Recall that find( ) returns 1 if ch is not a member Next, the elements of the original set are added to the new set, except for the element whose index matches that returned by find( ) Thus, the resulting set contains all of the elements of the original set, except for ch If ch was not part of the original set to begin with, then the two sets are equivalent

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if( ((op1x != 0) && (op1y != 0) && (op1z != 0)) & ((op2x != 0) && (op2y != 0) && (op2z != 0)) ) return true; else return false; } // Overload ! public static bool operator !(ThreeD op) { if((opx != 0) || (opy != 0) || (opz != 0)) return false; else return true; } // Show X, Y, Z coordinates public void Show() { ConsoleWriteLine(x + ", " + y + ", " + z); } } class TrueFalseDemo { static void Main() { ThreeD a = new ThreeD(5, 6, 7); ThreeD b = new ThreeD(10, 10, 10); ThreeD c = new ThreeD(0, 0, 0); ConsoleWrite("Here is a: "); aShow(); ConsoleWrite("Here is b: "); bShow(); ConsoleWrite("Here is c: "); cShow(); ConsoleWriteLine(); if(!a) ConsoleWriteLine("a is false"); if(!b) ConsoleWriteLine("b is false"); if(!c) ConsoleWriteLine("c is false"); ConsoleWriteLine(); if(a & b) ConsoleWriteLine("a & b is true"); else ConsoleWriteLine("a & b is false"); if(a & c) ConsoleWriteLine("a & c is true"); else ConsoleWriteLine("a & c is false"); if(a | b) ConsoleWriteLine("a | b is true"); else ConsoleWriteLine("a | b is false"); if(a | c) ConsoleWriteLine("a | c is true"); else ConsoleWriteLine("a | c is false"); } }

7:

9:

The output from the program is shown here:

// Set union public static Set operator +(Set ob1, Set ob2) { Set newset = new Set(ob1); // copy the first set // Add unique elements from second set for(int i=0; i < ob2Length; i++) newset = newset + ob2[i]; return newset; // return updated set } // Set difference public static Set operator -(Set ob1, Set ob2) { Set newset = new Set(ob1); // copy the first set // Subtract elements from second set for(int i=0; i < ob2Length; i++) newset = newset - ob2[i]; return newset; // return updated set }

Here is a: 5, 6, 7 Here is b: 10, 10, 10 Here is c: 0, 0, 0 c is false a a a a & & | | b c b c is is is is true false true true

In this approach, the &, |, and ! operator methods each return a bool result This is necessary if the operators are to be used in their normal manner (that is, in places that expect a bool result) Recall that for all built-in types, the outcome of a logical operation is a value of type bool Thus, having the overloaded versions of these operators return type bool is a rational approach Unfortunately, this approach works only if you will not be needing the shortcircuit operators

As you can see, these methods utilize the previously defined versions of the + and operators to help perform their operations In the case of set union, a new set is created that contains the elements of the first set Then, the elements of the second set are added Because the + operation only adds an element if it is not already part of the set, the resulting set is the union (without duplication) of the two sets The set difference operator subtracts matching elements

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