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// Author: Miles Long // Instructor: Dr. John Wang // Due Date: Feb. 27, 2008 // Compiling: g++ hw8a_212.cpp -o // // Execution: ./frachw8.out // Goal: This program will read two fractions and an operator and output the answ #include <iostream> using namespace std; class Fraction { int nume, deno; void Reduce() //reduces to lowest terms { int n = nume; int d = deno; //find GCD: n while( d != 0 ) { int r = n % d; n = d; d = r; } if ( n !=0 ) //process { nume /= n; deno /= n; } if ( deno < 0) { nume *= (-1); deno *= (-1); } return; } public: Fraction() // 0/1 { nume = 0; deno = 1; } Fraction(int n, int d) { nume = n; deno = d; } void Set(int n, int d) { nume = n; deno = d; } void Print() const { cout << nume << '/' << deno; } Fraction operator*(Fraction f) { Fraction t; int n, d; n = nume*f.nume; d = deno*f.deno; t.Set(n, d); t.Reduce(); return t; } Fraction operator-(Fraction f) { Fraction t; int n, d; d = f.deno * deno; n = (nume*f.deno) - (f.nume*deno); t.Set(n, d); t.Reduce(); return t; } Fraction operator/(Fraction f) { Fraction t; int n, d; int i=2; n = nume*f.deno; d = deno*f.nume; t.Set(n, d); t.Reduce(); return t; } Fraction operator+(Fraction f) { Fraction t; int n, d; d = f.deno * deno; n = (nume*f.deno) + (f.nume*deno); t.Set(n, d); t.Reduce(); return t; } }; int main() { int n, d; Fraction x, y, z, test; char dummy, op; cout << "Input x (n/d, -1 to quit): "; cin >> n >> dummy >> d; while( n!=-1 && d!=1 ) { // Set x = n/d x.Set(n, d); cout << "Input y (n/d): "; cin >> n >> dummy >> d; // Set y = n/d y.Set(n, d); cout << "Operation? (+, -, *, /) "; cin >> op; cout << "\n\n"; if( op == '*') z = x.operator*(y); else if ( op == '-') z = x.operator-(y); else if ( op == '/') z = x.operator/(y); else if ( op=='+') z = x.operator+(y); else cout << "I am woking on it.\n\n"; // Debug x.Print(); cout << " " << op << " "; y.Print(); cout << " = "; z.Print(); cout << "\n"; cout << "\n\n******************\nInput x (n/d, -1/1 to quit): "; cin >> n >> dummy >> d; } cout << "\n\n^Fin.\n\n"; return 0; }