Create a structure Fraction which contains a numerator and a
denominator then do the following (In C++):
a. Write a function void printFraction(Fraction f)
which prints out a fraction in the following format; e.g. if the
numerator is 2 and the denominator is 5, it will print out
2/5
b. Write a function Fraction mult(Fraction f1,
Fraction f2) which returns a new fraction which is the product of
f1 and f2.
c. Write a function Fraction add(Fraction f1, Fraction
f2) which returns a new fraction which is the sum of f1 and f2. You
may simply multiply each fraction by the other’s denominator to
find a common denominator; e.g. (3/4)+(5/6) = (3*6/4*6)+(5*4/6*4) =
38/24. You do NOT have to reduce the fractions.
#include <iostream>
using namespace std;
//Fraction struct
struct Fraction{
int num;
int den;
};
//Print Fraction
void printFraction(Fraction f){
cout<<f.num<<"/"<<f.den<<endl;
}
//muiltiply Fractions
Fraction muilt(Fraction f1, Fraction f2){
Fraction ans;
//Multiply numerators and denominators
ans.num = f1.num*f2.num;
ans.den = f1.den*f2.den;
return ans;
}
//Add Fractions
Fraction add(Fraction f1, Fraction f2){
Fraction ans;
ans.num = f1.num*f2.den + f2.num*f1.den;
ans.den = f2.den*f1.den;
return ans;
}
int main()
{
Fraction f;
f.num = 2;
f.den = 5;
cout<<"f = ";
printFraction(f);
Fraction g;
g.num = 3;
g.den = 7;
cout<<"g = ";
printFraction(g);
cout<<"f * g = ";
printFraction(muilt(f,g));
cout<<"f + g = ";
printFraction(add(f,g));
return 0;
}
OUTPUT :
Create a structure Fraction which contains a numerator and a denominator then do the following (In...
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