📄 pr1007.cpp
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// Programming with C++, Second Edition, by John R. Hubbard
// Copyright McGraw-Hill, 2000
// Problem 10.7 on page 249
// A Matrix class
#include <iostream>
using namespace std;
class Matrix
{ public:
Matrix(double a=0, double b=0, double c=0, double d=0 )
: a_(a), b_(b), c_(c), d_(d) { }
Matrix(const Matrix& m) : a_(m.a_), b_(m.b_), c_(m.c_), d_(m.d_) { }
double det() { return a_*d_ - b_*c_; }
int isSingular() { return det() == 0; }
Matrix inverse();
void print();
private:
double a_, b_, c_, d_;
};
int main()
{ Matrix m(2,-5,1,-3);
m.print();
cout << "m.det() = " << m.det() << endl;
Matrix mm = m.inverse();
mm.print();
}
Matrix Matrix::inverse()
{ double k = 1/det();
Matrix temp(k*d_,-k*b_,-k*c_,k*a_);
return temp;
}
void Matrix::print()
{ cout << a_ << " " << b_ << '\n' << c_ << " " << d_ << "\n";
}
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