public void Euclidean_LeadTime_Less1s(int number1, int number2, params int[] numbers)
{
TimeSpan time = new TimeSpan();
int result = GCD.Euclidean(out time, number1, number2, numbers);
Assert.IsTrue(time.Seconds <= 1, $"Lead time is {time.ToString()}");
}
public long Euclidean_Params_Test(params long[] array)
{
long ticks;
long result = GCD.Euclidean(out ticks, array);
Debug.WriteLine($"Total ellapsed time: {ticks}");
return(result);
}
public long Euclidean_TwoParameters_Test(long a, long b)
{
long ticks;
long result = GCD.Euclidean(a, b, out ticks);
Debug.WriteLine($"Total ellapsed time: {ticks}");
return(result);
}
/// <summary>
/// Метод Евклида для вычисления НОД двух целых чисел
/// </summary>
public void Euclidean_1071And462_Returned_21()
{
//arrange
long a = 1071;
long b = 462;
long expected = 21;
TimeSpan time;
//assert
Assert.AreEqual(expected, GCD.Euclidean(out time, a, b));
}
/// <summary>
/// Метод Евклида для вычисления НОД трех целых чисел
/// </summary>
public void Euclidean_1071_462_And7_Returned_7()
{
//arrange
long a = 1071;
long b = 462;
long c = 7;
long expected = 7;
TimeSpan time;
//assert
Assert.AreEqual(expected, GCD.Euclidean(out time, a, b, c));
}
/// <summary>
/// Метод Евклида для вычисления НОД четырех целых чисел
/// </summary>
public void Euclidean_15_55_5_25_Returned_5()
{
//arrange
long a = 15;
long b = 55;
long c = 5;
long d = 25;
long expected = 5;
TimeSpan time;
//assert
Assert.AreEqual(expected, GCD.Euclidean(out time, a, b, c, d));
}
/// <summary>
/// Метод Евклида для вычисления НОД пяти целых чисел
/// </summary>
public void Euclidean_26_2_224_12_7_Returned_1()
{
//arrange
long a = 26;
long b = 2;
long c = 224;
long d = 12;
long e = 7;
long expected = 1;
TimeSpan time;
//assert
Assert.AreEqual(expected, GCD.Euclidean(out time, a, b, c, d, e));
}
public void BinaryMethod_Array_ReturnGCD(int[] array, int expected)
{
int actual = GCD.Euclidean(array);
Assert.AreEqual(expected, actual);
}
public void EucledianMethod_Array_ReturnAgrumentException(int[] array)
{
Assert.Throws <ArgumentException>(() => GCD.Euclidean(array));
}
public void Euclidean_NullArgument_ArgumentsNullException()
{
Assert.Throws <ArgumentNullException>(() => GCD.Euclidean(4, 16, null));
}
public int Euclidean_CorrectArguments(int number1, int number2, params int[] numbers)
{
return(GCD.Euclidean(number1, number2, numbers));
}