C++编程，定义一个有理数类，急！

要求：为有理数定义一个类。有理数是有限的数，表示成两个相除的整数。但是除法不会真正执行，它只是用于标识，比如1/2, 2/3,15/32,65/4等。你应该将有理数表示成2个int值,分别称为numerator（分子）和denominator(分母)。
您提供的构造函数应该根据int值对来构造对象，该构造函数应获取2个int参数。由于所有int值都同时是一个有理数（比如2/1或17/1），所以还应该提供接收单个int参数的构造函数。

提供成员函数add(加)，sub(减)，mul（乘）,div(除)，它们能返回一个有理数。提供一个less（小于）函数返回一个bool值。提供一个成员函数neg,它没有参数，返回的是调用对象的相反数。例如，s+t要写成s.add(b), s<t要写成s.less(t)。

提供input和output成员函数，采取2/3或者37/51这样的形式，从键盘获取有理数，也能将有理数写到屏幕。

提供一个main函数，用它来全面测试您所实现的类。

定义函数时，可以参考以下公式：

a/b+c/d = (a*d+b*c) / (b*d)
a/b-c/d = (a*d-b*c) / (b*d)
(a/b)*(c/d) = (a*c) / (b*d)
(a/b)/(c/d) = (a*d) / (c*b)
-(a/b)= (-a/b)
(a/b)<(c/d) means (a*d) < (c*b)
(a/b)= =(c/d) means (a*d) = = (c*b)

所有的正负号都放在分子部分，分母保持为正数。

好的话我再加分！！！急！！

#include "RationalTest.h"
#include <iostream>
using namespace std;

class Rational
{
private:
int numerator;//分子
int denominator;//分母
public:
Rational()
{
numerator = 0;
denominator = 0;
}
~Rational()
{

}
Rational(const Rational& rat)
{
numerator = rat.numerator;
denominator = rat.denominator;
}
Rational(int _numerator,int _denominator)
{
numerator = _numerator;
denominator = _denominator;
}
public:
int GetNumerator()
{
return this->numerator;
}
void SetNumerator(int _numerator)
{
this->numerator = _numerator;
}
int GetDenominator()
{
return this->denominator;
}
void SetDenominator(int _denominator)
{
this->denominator = _denominator;
}
public:
Rational Add(const Rational& rat)
{
Rational result;
result.numerator = this->numerator * rat.denominator + this->denominator * rat.numerator ;
result.denominator = this->denominator * rat.denominator;
if(result.denominator < 0)
{
result.numerator = -result.numerator;
result.denominator = -result.denominator;
}
return result;
}
Rational Sub(const Rational& rat)
{
Rational result;
result.numerator = this->numerator * rat.denominator - this->denominator * rat.numerator ;
result.denominator = this->denominator * rat.denominator;
if(result.denominator < 0)
{
result.numerator = -result.numerator;
result.denominator = -result.denominator;
}
return result;
}
Rational Mul(const Rational& rat)
{
Rational result;
result.numerator = this->numerator * rat.numerator ;
result.denominator = this->denominator * rat.denominator;
if(result.denominator < 0)
{
result.numerator = -result.numerator;
result.denominator = -result.denominator;
}
return result;
}
Rational Div(const Rational& rat)
{
Rational result;
result.numerator = this->numerator * rat.denominator ;
result.denominator = rat.numerator * this->denominator;
if(result.denominator < 0)
{
result.numerator = -result.numerator;
result.denominator = -result.denominator;
}
return result;
}
Rational Neg()
{
Rational result;
if(this->denominator < 0 )
{
result.numerator = -this->numerator;
result.denominator = -this->denominator;
}
else
{
return *this;
}
return result;
}
bool Less(const Rational& rat)
{
return (this->numerator * rat.denominator) < (rat.numerator * this->denominator);
}
bool Greater(const Rational& rat)
{
return !Less(rat);
}
bool Equal(const Rational& rat)
{
return (this->numerator * rat.denominator) == (rat.numerator * this->denominator);
}
void Output()
{
cout<<"有理数: "<<GetNumerator()<<"/"<<GetDenominator()<<endl;
}
void Input()
{
cout<<"输入分子:";
cin>>this->numerator;
cout<<"输入分母:";
cin>>this->denominator;
}
};

int main()
{
Rational r1,r2,r3,r4;
r1.Input();
r1.Output();
r2.SetNumerator(6);
r2.SetDenominator(-13);
r2.Output();
r3.SetNumerator(-2);
r3.SetDenominator(3);
r3.Output();

r4 = r1.Neg();
r4.Output();

bool b1;

r4 = r1.Add(r2);
r4.Output();
r4 = r1.Sub(r2);
r4.Output();
r4 = r1.Div(r2);
r4.Output();
r4 = r1.Mul(r2);
r4.Output();
b1 = r1.Less(r3);
cout<<b1<<endl;
b1 = r1.Greater(r3);
cout<<b1<<endl;
b1 = r1.Equal(r3);
cout<<b1<<endl;

getchar();
return 0;
}

如以上回答内容为低俗、色情、不良、暴力、侵权、涉及违法等信息，可以点下面链接进行举报！

点此我要举报以上问答信息