Implement a class MeraSet, which abstracts a mathematical Set of integral numbers. Maximum members can be 100. Implement following Member functions:
int Insert(int e) ; // adds value e to the set and returns 1, if the value already exists or the set has already 100 members, then it does not add and return -1.
int Size(); // return size of the set
int Remove(int e); // removes e from Set, and return 1. If e is not member of set, returns -1.
void Print(); // prints the members of the set in set notation e.g. Set = {1,2,3,8,-3 }
operator + ; // returns union of two sets
operator -; // returns difference set of two sets i.e. A-B
Make private member variables and more functions as you like.
#include <iostream>
#include <string>
using namespace std;
class MeraSet{
private:
int MAXIMUM_NUMBERS;
int totalNumbers;
int values[100];
public:
MeraSet(){
this->MAXIMUM_NUMBERS=100;
this->totalNumbers=0;
}
// adds value e to the set and returns 1, if the value already exists or the set has already 100 members,
//then it does not add and return -1.
int Insert(int e){
if(totalNumbers<MAXIMUM_NUMBERS){
if(valueExists(e)==-1){
values[totalNumbers]=e;
totalNumbers++;
return 1;
}
}
return -1;
}
int valueExists(int e){
for(int i=0;i<totalNumbers;i++){
if(e==values[i]){
return i;
}
}
return -1;
}
//return size of the set
int Size(){
return totalNumbers;
}
// removes e from Set, and return 1. If e is not member of set, returns -1.
int Remove(int e){
if(totalNumbers<MAXIMUM_NUMBERS){
int index=valueExists(e);
if(index!=-1){
for(int i=index;i<totalNumbers-1;i++){
values[i]=values[i+1];
}
totalNumbers--;
return 1;
}
}
return -1;
}
// prints the members of the set in set notation e.g. Set = {1,2,3,8,-3 }
void Print(){
if(totalNumbers>0){
cout<<"Set = {";
//Set = {1,2,3,8,-3 }
for(int i=0;i<totalNumbers-1;i++){
cout<<values[i]<<",";
}
cout<<values[totalNumbers-1]<<"}";
}else{
cout<<"Set is empty\n";
}
cout<<"\n";
}
// returns union of two sets
MeraSet operator+(const MeraSet& meraSet) const{
MeraSet result;
for(int i=0;i<totalNumbers;i++){
result.Insert(values[i]);
}
for(int i=0;i<meraSet.totalNumbers;i++){
result.Insert(meraSet.values[i]);
}
return result;
}
// returns difference set of two sets i.e. A-B
MeraSet operator-(const MeraSet& meraSet) const{
MeraSet result;
for(int i=0;i<totalNumbers;i++){
bool isTheSame=false;
for(int j=0;j<meraSet.totalNumbers;j++){
if(meraSet.values[j]==values[i]){
isTheSame=true;
}
}
if(!isTheSame){
result.Insert(values[i]);
}
}
return result;
}
};
int main(){
MeraSet meraSet1;
if(meraSet1.Insert(1)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet1.Insert(1)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet1.Insert(2)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet1.Insert(3)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet1.Insert(8)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet1.Insert(-3)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
cout<<"Set 1:\n";
meraSet1.Print();
MeraSet meraSet2;
if(meraSet2.Insert(8)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet2.Insert(9)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet2.Insert(10)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet2.Insert(11)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet2.Insert(12)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
if(meraSet2.Insert(-13)==-1){
cout<<"\nThe value already exists or the set has already 100 members\n\n";
}
cout<<"Set 2:\n";
meraSet2.Print();
cout<<"Set 1 + Set 2 :\n";
MeraSet meraSetSum=meraSet1+meraSet2;
meraSetSum.Print();
cout<<"Set 1 - Set 2 :\n";
MeraSet meraSetDiff=meraSet1-meraSet2;
meraSetDiff.Print();
system("pause");
return 0;
}
Example:
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