public void TestMethod1()
{
Rational r1 = new Rational(360,1);
Rational r2 = new Rational(360, 7);
Rational r3 = new Rational(360, 15);
Rational r4 = new Rational(0.625, 3);
Assert.AreEqual(new Rational(5, 8), r4);
Rational rt = r2 * r3;
Rational rd = r2 / r3;
Rational rp = r2 + r3;
Rational rm = r2 - r3;
Debug.WriteLine("r1 as double is {0}", r1.ToDouble);
Debug.WriteLine("r2 as double is {0}", r2.ToDouble);
Debug.WriteLine("r2 * r3 is {0}", rt);
Debug.WriteLine("r2 / r3 is {0}", rd);
Debug.WriteLine("r2 + r3 is {0}", rp);
Debug.WriteLine("r2 - r3 is {0}", rm);
Rational r = Rational.LCM(r1, r2);
Debug.WriteLine("LCM(r1,r2) is {0}",r);
Rational rr = Rational.LCM(r, r3);
Debug.WriteLine("LCM(r1,r2,r3) is {0}", rr);
Debug.WriteLine(rr);
Assert.AreEqual(r1, rr);
}
public void Add(Rational n, double r, double phi)
{
base.Add(new RossStageData(n, r, phi));
}
public RossStageData()
{
Radius = 0;
N = new Rational();
Phi = 0;
}
} // phase angle
public RossStageData(Rational n, double r, double phi)
{
N = n;
Radius = r;
Phi = phi;
}
public static Rational Simplyfy(Rational r)
{
int hcf = BasicLib.HCF(r.Numerator, r.Denominator);
return new Rational(r.Numerator / hcf, r.Denominator / hcf);
}
public static Rational HCF(Rational r1, Rational r2)
{
int n = BasicLib.HCF(r1.Numerator, r2.Numerator);
int d = BasicLib.LCM(r1.Denominator, r2.Denominator);
return new Rational(n, d);
}