Math.Atan メソッド
アセンブリ: mscorlib (mscorlib.dll 内)

Dim d As Double Dim returnValue As Double returnValue = Math.Atan(d)
- d
タンジェントを表す数。
-π/2 ≤θ≤π/2 の、ラジアンで示した角度 θ。 または d が NaN に等しい場合は NaN。d が NegativeInfinity に等しい場合は、倍精度に丸めた -π/2 (-1.5707963267949)。d が PositiveInfinity に等しい場合は、倍精度に丸めた π/2 (1.5707963267949)。


' This example demonstrates Math.Atan() ' Math.Atan2() ' Math.Tan() Imports System Class Sample Public Shared Sub Main() Dim x As Double = 1.0 Dim y As Double = 2.0 Dim angle As Double Dim radians As Double Dim result As Double ' Calculate the tangent of 30 degrees. angle = 30 radians = angle *(Math.PI / 180) result = Math.Tan(radians) Console.WriteLine("The tangent of 30 degrees is {0}.", result) ' Calculate the arctangent of the previous tangent. radians = Math.Atan(result) angle = radians *(180 / Math.PI) Console.WriteLine("The previous tangent is equivalent to {0} degrees.", angle) ' Calculate the arctangent of an angle. Dim line1 As [String] = "{0}The arctangent of the angle formed by the x-axis and " Dim line2 As [String] = "a vector to point ({0},{1}) is {2}, " Dim line3 As [String] = "which is equivalent to {0} degrees." radians = Math.Atan2(y, x) angle = radians *(180 / Math.PI) Console.WriteLine(line1, Environment.NewLine) Console.WriteLine(line2, x, y, radians) Console.WriteLine(line3, angle) End Sub 'Main End Class 'Sample ' 'This example produces the following results: ' 'The tangent of 30 degrees is 0.577350269189626. 'The previous tangent is equivalent to 30 degrees. ' 'The arctangent of the angle formed by the x-axis and 'a vector to point (1,2) is 1.10714871779409, 'which is equivalent to 63.434948822922 degrees. '
// This example demonstrates Math.Atan() // Math.Atan2() // Math.Tan() using System; class Sample { public static void Main() { double x = 1.0; double y = 2.0; double angle; double radians; double result; // Calculate the tangent of 30 degrees. angle = 30; radians = angle * (Math.PI/180); result = Math.Tan(radians); Console.WriteLine("The tangent of 30 degrees is {0}.", result); // Calculate the arctangent of the previous tangent. radians = Math.Atan(result); angle = radians * (180/Math.PI); Console.WriteLine("The previous tangent is equivalent to {0} degrees.", angle); // Calculate the arctangent of an angle. String line1 = "{0}The arctangent of the angle formed by the x-axis and "; String line2 = "a vector to point ({0},{1}) is {2}, "; String line3 = "which is equivalent to {0} degrees."; radians = Math.Atan2(y, x); angle = radians * (180/Math.PI); Console.WriteLine(line1, Environment.NewLine); Console.WriteLine(line2, x, y, radians); Console.WriteLine(line3, angle); } } /* This example produces the following results: The tangent of 30 degrees is 0.577350269189626. The previous tangent is equivalent to 30 degrees. The arctangent of the angle formed by the x-axis and a vector to point (1,2) is 1.10714871779409, which is equivalent to 63.434948822922 degrees. */
// This example demonstrates Math.Atan() // Math.Atan2() // Math.Tan() using namespace System; int main() { double x = 1.0; double y = 2.0; double angle; double radians; double result; // Calculate the tangent of 30 degrees. angle = 30; radians = angle * (Math::PI / 180); result = Math::Tan( radians ); Console::WriteLine( "The tangent of 30 degrees is {0}.", result ); // Calculate the arctangent of the previous tangent. radians = Math::Atan( result ); angle = radians * (180 / Math::PI); Console::WriteLine( "The previous tangent is equivalent to {0} degrees.", angle ); // Calculate the arctangent of an angle. String^ line1 = "{0}The arctangent of the angle formed by the x-axis and "; String^ line2 = "a vector to point ({0},{1}) is {2}, "; String^ line3 = "which is equivalent to {0} degrees."; radians = Math::Atan2( y, x ); angle = radians * (180 / Math::PI); Console::WriteLine( line1, Environment::NewLine ); Console::WriteLine( line2, x, y, radians ); Console::WriteLine( line3, angle ); } /* This example produces the following results: The tangent of 30 degrees is 0.577350269189626. The previous tangent is equivalent to 30 degrees. The arctangent of the angle formed by the x-axis and a vector to point (1,2) is 1.10714871779409, which is equivalent to 63.434948822922 degrees. */
// This example demonstrates Math.Atan() // Math.Atan2() // Math.Tan() import System.*; class Sample { public static void main(String[] args) { double x = 1.0; double y = 2.0; double angle; double radians; double result; // Calculate the tangent of 30 degrees. angle = 30; radians = angle * (Math.PI / 180); result = System.Math.Tan(radians); Console.WriteLine("The tangent of 30 degrees is {0}.", System.Convert.ToString(result)); // Calculate the arctangent of the previous tangent. radians = System.Math.Atan(result); angle = radians * (180 / Math.PI); Console.WriteLine("The previous tangent is equivalent to {0} degrees." , System.Convert.ToString(angle)); // Calculate the arctangent of an angle. String line1 = "{0}The arctangent of the angle formed by" + " the x-axis and "; String line2 = "a vector to point ({0},{1}) is {2}, "; String line3 = "which is equivalent to {0} degrees."; radians = System.Math.Atan2(y, x); angle = radians * (180 / Math.PI); Console.WriteLine(line1, Environment.get_NewLine()); Console.WriteLine(line2, System.Convert.ToString(x), System.Convert.ToString(y), System.Convert.ToString(radians)); Console.WriteLine(line3, System.Convert.ToString(angle)); } //main } //Sample /* This example produces the following results: The tangent of 30 degrees is 0.577350269189626. The previous tangent is equivalent to 30 degrees. The arctangent of the angle formed by the x-axis and a vector to point (1,2) is 1.10714871779409, which is equivalent to 63.434948822922 degrees. */

Windows 98, Windows 2000 SP4, Windows CE, Windows Millennium Edition, Windows Mobile for Pocket PC, Windows Mobile for Smartphone, Windows Server 2003, Windows XP Media Center Edition, Windows XP Professional x64 Edition, Windows XP SP2, Windows XP Starter Edition
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