public void ArsechSech()
{
var exp = new Arsech(new Sech(new Variable("x")));
var expected = new Variable("x");
SimpleTest(exp, expected);
}
public void CloneTest()
{
var exp = new Arsech(new Number(1));
var clone = exp.Clone();
Assert.Equal(exp, clone);
}
public void ArsechSech()
{
var exp = new Arsech(new Sech(Variable.X));
var expected = Variable.X;
SimpleTest(exp, expected);
}
public void ExecuteComplexNumberTest()
{
var complex = new Complex(3, 2);
var exp = new Arsech(new ComplexNumber(complex));
var result = (Complex)exp.Execute();
Assert.Equal(ComplexExtensions.Asech(complex), result);
Assert.Equal(0.15735549884498526, result.Real, 15);
Assert.Equal(-1.3408334244176887, result.Imaginary, 15);
}
/// <summary>
/// Analyzes the specified expression.
/// </summary>
/// <param name="exp">The expression.</param>
/// <returns>
/// The result of analysis.
/// </returns>
public override IExpression Analyze(Arsech exp)
{
var inv = new Pow(exp.Argument.Clone(), new Number(2));
var sub = new Sub(new Number(1), inv);
var sqrt = new Sqrt(sub);
var mul = new Mul(exp.Argument.Clone(), sqrt);
var div = new Div(exp.Argument.Clone().Analyze(this), mul);
var unMinus = new UnaryMinus(div);
return(unMinus);
}
/// <summary>
/// Creates an expression object from <see cref="FunctionToken"/>.
/// </summary>
/// <param name="token">The function token.</param>
/// <returns>An expression.</returns>
protected virtual IExpression CreateFunction(FunctionToken token)
{
IExpression exp;
switch (token.Function)
{
case Functions.Add:
exp = new Add(); break;
case Functions.Sub:
exp = new Sub(); break;
case Functions.Mul:
exp = new Mul(); break;
case Functions.Div:
exp = new Div(); break;
case Functions.Pow:
exp = new Pow(); break;
case Functions.Absolute:
exp = new Abs(); break;
case Functions.Sine:
exp = new Sin(); break;
case Functions.Cosine:
exp = new Cos(); break;
case Functions.Tangent:
exp = new Tan(); break;
case Functions.Cotangent:
exp = new Cot(); break;
case Functions.Secant:
exp = new Sec(); break;
case Functions.Cosecant:
exp = new Csc(); break;
case Functions.Arcsine:
exp = new Arcsin(); break;
case Functions.Arccosine:
exp = new Arccos(); break;
case Functions.Arctangent:
exp = new Arctan(); break;
case Functions.Arccotangent:
exp = new Arccot(); break;
case Functions.Arcsecant:
exp = new Arcsec(); break;
case Functions.Arccosecant:
exp = new Arccsc(); break;
case Functions.Sqrt:
exp = new Sqrt(); break;
case Functions.Root:
exp = new Root(); break;
case Functions.Ln:
exp = new Ln(); break;
case Functions.Lg:
exp = new Lg(); break;
case Functions.Lb:
exp = new Lb(); break;
case Functions.Log:
exp = new Log(); break;
case Functions.Sineh:
exp = new Sinh(); break;
case Functions.Cosineh:
exp = new Cosh(); break;
case Functions.Tangenth:
exp = new Tanh(); break;
case Functions.Cotangenth:
exp = new Coth(); break;
case Functions.Secanth:
exp = new Sech(); break;
case Functions.Cosecanth:
exp = new Csch(); break;
case Functions.Arsineh:
exp = new Arsinh(); break;
case Functions.Arcosineh:
exp = new Arcosh(); break;
case Functions.Artangenth:
exp = new Artanh(); break;
case Functions.Arcotangenth:
exp = new Arcoth(); break;
case Functions.Arsecanth:
exp = new Arsech(); break;
case Functions.Arcosecanth:
exp = new Arcsch(); break;
case Functions.Exp:
exp = new Exp(); break;
case Functions.GCD:
exp = new GCD(); break;
case Functions.LCM:
exp = new LCM(); break;
case Functions.Factorial:
exp = new Fact(); break;
case Functions.Sum:
exp = new Sum(); break;
case Functions.Product:
exp = new Product(); break;
case Functions.Round:
exp = new Round(); break;
case Functions.Floor:
exp = new Floor(); break;
case Functions.Ceil:
exp = new Ceil(); break;
case Functions.Derivative:
exp = new Derivative(); break;
case Functions.Simplify:
exp = new Simplify(); break;
case Functions.Del:
exp = new Del(); break;
case Functions.Define:
exp = new Define(); break;
case Functions.Vector:
exp = new Vector(); break;
case Functions.Matrix:
exp = new Matrix(); break;
case Functions.Transpose:
exp = new Transpose(); break;
case Functions.Determinant:
exp = new Determinant(); break;
case Functions.Inverse:
exp = new Inverse(); break;
case Functions.If:
exp = new If(); break;
case Functions.For:
exp = new For(); break;
case Functions.While:
exp = new While(); break;
case Functions.Undefine:
exp = new Undefine(); break;
case Functions.Im:
exp = new Im(); break;
case Functions.Re:
exp = new Re(); break;
case Functions.Phase:
exp = new Phase(); break;
case Functions.Conjugate:
exp = new Conjugate(); break;
case Functions.Reciprocal:
exp = new Reciprocal(); break;
case Functions.Min:
exp = new Min(); break;
case Functions.Max:
exp = new Max(); break;
case Functions.Avg:
exp = new Avg(); break;
case Functions.Count:
exp = new Count(); break;
case Functions.Var:
exp = new Var(); break;
case Functions.Varp:
exp = new Varp(); break;
case Functions.Stdev:
exp = new Stdev(); break;
case Functions.Stdevp:
exp = new Stdevp(); break;
default:
exp = null; break;
}
if (exp is DifferentParametersExpression diff)
{
diff.ParametersCount = token.CountOfParams;
}
return(exp);
}
public void ArsechToStringTest()
{
var exp = new Arsech(new Number(5));
Assert.Equal("arsech(5)", exp.ToString(commoonFormatter));
}
public void ExecuteTestException()
{
var exp = new Arsech(new Bool(false));
Assert.Throws <ResultIsNotSupportedException>(() => exp.Execute());
}
public void ExecuteGradianTest()
{
var exp = new Arsech(new Number(0.5));
Assert.Equal(MathExtensions.Asech(0.5) / Math.PI * 200, exp.Execute(AngleMeasurement.Gradian));
}
public void TestArsechException()
{
var exp = new Arsech(new Bool(false));
TestException(exp);
}
public void TestArsechComplexNumber()
{
var exp = new Arsech(new ComplexNumber(2, 2));
Test(exp, ResultType.ComplexNumber);
}
public void TestArsechNumber()
{
var exp = new Arsech(new Number(2));
Test(exp, ResultType.Number);
}
public void TestArsechUndefined()
{
var exp = new Arsech(Variable.X);
Test(exp, ResultType.Undefined);
}
public void ExecuteTest()
{
var exp = new Arsech(new Number(1));
Assert.Equal(MathExtensions.Asech(1), exp.Execute());
}
/// <summary>
/// Analyzes the specified expression.
/// </summary>
/// <param name="exp">The expression.</param>
/// <returns>The result of analysis.</returns>
public string Analyze(Arsech exp)
{
return(ToString(exp, "arsech({0})"));
}
/// <summary>
/// Analyzes the specified expression.
/// </summary>
/// <param name="exp">The expression.</param>
/// <returns>
/// The result of analysis.
/// </returns>
/// <exception cref="System.NotSupportedException">Always.</exception>
public virtual TResult Analyze(Arsech exp)
{
throw new NotSupportedException();
}
public void ExecuteDegreeTest()
{
var exp = new Arsech(new Number(0.5));
Assert.Equal(MathExtensions.Asech(0.5) / Math.PI * 180, exp.Execute(AngleMeasurement.Degree));
}
