第九周实验报告三

1. * 程序的版权和版本声明部分  
2. * Copyright (c) 2011, 烟台大学计算机学院学生  
3. * All rights reserved.  
4. * 文件名称：  
5. * 作者：李君凯  
6. * 完成日期： 2012年 4月 18日
7. * 版本号：  
8. *对任务及求解方法的描述部分  

#include<iostream>using namespace std;class CFraction{private:int nume;  // 分子int deno;  // 分母int gcd(int nu, int de);public://构造函数及运算符重载的函数声明CFraction(int nu = 0, int de = 1):nume(nu), deno(de){}; //构造函数，初始化用 friend CFraction operator + (CFraction &c1,CFraction &c2);    friend CFraction operator - (CFraction &c1,CFraction &c2);friend CFraction operator * (CFraction &c1,CFraction &c2);friend CFraction operator / (CFraction &c1,CFraction &c2);    friend CFraction operator - (CFraction &c);bool operator > (CFraction &t);bool operator < (CFraction &t);bool operator >= (CFraction &t);bool operator <= (CFraction &t);bool operator == (CFraction &t);bool operator != (CFraction &t);void Simplify();   //化简函数（使分子分母没有公因子）friend ostream& operator << (ostream&,CFraction&);friend istream& operator >> (istream&,CFraction&);};//重载函数的实现及用于测试的main()函数ostream& operator << (ostream&output,CFraction&f){    output << f.nume << "/" << f.deno;return output;}istream& operator >> (istream&input,CFraction&f){char c;do{input >> f.nume >> c >> f.deno;}while(c != '/');return input;}void CFraction::Simplify() //化简函数（使分子分母没有公因子）{  int n ;if(nume < 0  && deno > 0){n = gcd(-nume, deno);}else if(nume > 0  && deno > 0){n = gcd(nume, deno);}else if(nume > 0  && deno < 0){n = gcd(nume, -deno);}else if(nume < 0  && deno < 0){n = -gcd(-nume, -deno);}nume = nume / n;  deno = deno / n; }  int CFraction::gcd(int nu, int de)    //辗转相除法，求最大公约数  {    int t, r, a, b;   a = nu;  b = de;  if (a < b)     {    t = a;    a = b;                                     b = t;    }     while (b != 0)    {    r = a % b;    a = b;    b = r;    }    return a;    }CFraction operator + (CFraction &c1,CFraction &c2){CFraction c;//先通分，再相加c.nume = c1.nume * c2.deno + c2.nume * c1.deno;c.deno = c1.deno * c2.deno;return c;}CFraction operator - (CFraction &c1,CFraction &c2){CFraction c;//先通分，再相减c.nume = c1.nume * c2.deno - c2.nume * c1.deno;c.deno = c1.deno * c2.deno;return c;}CFraction operator * (CFraction &c1,CFraction &c2){CFraction c;//分子分母分别相乘c.nume = c1.nume * c2.nume;c.deno = c1.deno * c2.deno;return c;}CFraction operator / (CFraction &c1,CFraction &c2){CFraction c;//相除即乘以倒数c.nume = c1.nume * c2.deno;c.deno = c1.deno * c2.nume;return c;}CFraction operator - (CFraction &c){c.nume = 0 - c.nume;return c;}bool CFraction::operator > (CFraction &t){if(nume * t.deno > t.nume * deno)//先通分，在比较{return true;}else{return false;}}bool CFraction::operator < (CFraction &t){if(nume * t.deno < t.nume * deno)//先通分，在比较{return true;}else{return false;}}bool CFraction::operator >= (CFraction &t){if(nume * t.deno >= t.nume * deno)//先通分，在比较{return true;}else{return false;}}bool CFraction::operator <= (CFraction &t){if(nume * t.deno <= t.nume * deno)//先通分，在比较{return true;}else{return false;}}bool CFraction::operator == (CFraction &t){if(nume * t.deno == t.nume * deno)//先通分，在比较{return true;}else{return false;}}bool CFraction::operator != (CFraction &t){if(nume * t.deno != t.nume * deno)//先通分，在比较{return true;}else{return false;}}void main(){CFraction c1, c2, c;cout << "请输入你要输入的分数：（例：3/7）" <<endl;cin >> c1 >>c2 ;c1.Simplify();cout << "c1 =" << c1 << endl;c2.Simplify();cout << "c2 =" << c2 << endl;c = c1 + c2;c.Simplify();cout << "c1 + c2 =" << c <<endl;c = c1 - c2;c.Simplify();cout << "c1 - c2 =" << c <<endl;c = c1 * c2;c.Simplify();cout << "c1 * c2 =" << c <<endl;c = c1 / c2;c.Simplify();cout << "c1 / c2 =" << c << endl;c = - c1;cout << "-c1 =" << c << endl;if(c1 > c2){cout << "c1 > c2" << endl;}if(c1 < c2){cout << "c1 < c2" << endl;}if(c1 >= c2){cout << "c1 ≥ c2" << endl;}if(c1 <= c2){cout << "c1 ≤ c2" << endl;}if(c1 == c2){cout << "c1 = c2" << endl;}if(c1 != c2){cout << "c1 ≠ c2" << endl;}system("pause");}