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

Dim x As Double Dim y As Double Dim returnValue As Double returnValue = Math.IEEERemainder(x, y)
- x
被除数。
- y
除数。
x - ( y Q) に等しい数値。Q は x / y の商を丸めた近似整数を示します。x / y が 2 つの整数の中間に位置する場合は、偶数の整数が返されます。 x - ( y Q) が 0 のとき、x が正である場合は値 +0 が、x が負である場合は値 -0 が返されます。 y = 0 の場合は、NaN (Not-A-Number) が返されます。

この演算は、ANSI/IEEE 規格 754-1985 のセクション 5.1 「IEEE Standard for Binary Floating-Point Arithmetic」(米国電気電子技術者協会 (IEEE: Institute of Electrical and Electronics Engineers, Inc)、1985) に定義されている剰余演算に準拠しています。

' This example demonstrates Math.DivRem() ' Math.IEEERemainder() Imports System Class Sample Public Shared Sub Main() Dim int1 As Integer = Int32.MaxValue Dim int2 As Integer = Int32.MaxValue Dim intResult As Integer Dim long1 As Long = Int64.MaxValue Dim long2 As Long = Int64.MaxValue Dim longResult As Long Dim doubleResult As Double Dim divisor As Double Dim nl As [String] = Environment.NewLine ' Console.WriteLine("{0}Calculate the quotient and remainder of two Int32 values:", nl) intResult = Math.DivRem(int1, 2, int2) Console.WriteLine("{0}/{1} = {2}, with a remainder of {3}.", int1, 2, intResult, int2) ' Console.WriteLine("{0}Calculate the quotient and remainder of two Int64 values:", nl) longResult = Math.DivRem(long1, 4, long2) Console.WriteLine("{0}/{1} = {2}, with a remainder of {3}.", long1, 4, longResult, long2) ' Dim str1 As [String] = "The IEEE remainder of {0:e}/{1:f} is {2:e}" divisor = 2.0 Console.WriteLine("{0}Divide two double-precision floating-point values:", nl) doubleResult = Math.IEEERemainder([Double].MaxValue, divisor) Console.Write("1) ") Console.WriteLine(str1, [Double].MaxValue, divisor, doubleResult) divisor = 3.0 doubleResult = Math.IEEERemainder([Double].MaxValue, divisor) Console.Write("2) ") Console.WriteLine(str1, [Double].MaxValue, divisor, doubleResult) Console.WriteLine("Note that two positive numbers can yield a negative remainder.") End Sub 'Main End Class 'Sample ' 'This example produces the following results: ' 'Calculate the quotient and remainder of two Int32 values: '2147483647/2 = 1073741823, with a remainder of 1. ' 'Calculate the quotient and remainder of two Int64 values: '9223372036854775807/4 = 2305843009213693951, with a remainder of 3. ' 'Divide two double-precision floating-point values: '1) The IEEE remainder of 1.797693e+308/2.00 is 0.000000e+000 '2) The IEEE remainder of 1.797693e+308/3.00 is -1.000000e+000 'Note that two positive numbers can yield a negative remainder. '
// This example demonstrates Math.DivRem() // Math.IEEERemainder() using System; class Sample { public static void Main() { int int1 = Int32.MaxValue; int int2 = Int32.MaxValue; int intResult; long long1 = Int64.MaxValue; long long2 = Int64.MaxValue; long longResult; double doubleResult; double divisor; String nl = Environment.NewLine; // Console.WriteLine("{0}Calculate the quotient and remainder of two Int32 values:", nl); intResult = Math.DivRem(int1, 2, out int2); Console.WriteLine("{0}/{1} = {2}, with a remainder of {3}.", int1, 2, intResult, int2); // Console.WriteLine("{0}Calculate the quotient and remainder of two Int64 values:", nl); longResult = Math.DivRem(long1, 4, out long2); Console.WriteLine("{0}/{1} = {2}, with a remainder of {3}.", long1, 4, longResult, long2); // String str1 = "The IEEE remainder of {0:e}/{1:f} is {2:e}"; divisor = 2.0; Console.WriteLine("{0}Divide two double-precision floating-point values:", nl); doubleResult = Math.IEEERemainder(Double.MaxValue, divisor); Console.Write("1) "); Console.WriteLine(str1, Double.MaxValue, divisor, doubleResult); divisor = 3.0; doubleResult = Math.IEEERemainder(Double.MaxValue, divisor); Console.Write("2) "); Console.WriteLine(str1, Double.MaxValue, divisor, doubleResult); Console.WriteLine("Note that two positive numbers can yield a negative remainder."); } } /* This example produces the following results: Calculate the quotient and remainder of two Int32 values: 2147483647/2 = 1073741823, with a remainder of 1. Calculate the quotient and remainder of two Int64 values: 9223372036854775807/4 = 2305843009213693951, with a remainder of 3. Divide two double-precision floating-point values: 1) The IEEE remainder of 1.797693e+308/2.00 is 0.000000e+000 2) The IEEE remainder of 1.797693e+308/3.00 is -1.000000e+000 Note that two positive numbers can yield a negative remainder. */
// This example demonstrates Math.DivRem() // Math.IEEERemainder() using namespace System; int main() { int int1 = Int32::MaxValue; int int2 = Int32::MaxValue; int intResult; Int64 long1 = Int64::MaxValue; Int64 long2 = Int64::MaxValue; Int64 longResult; double doubleResult; double divisor; String^ nl = Environment::NewLine; // Console::WriteLine( "{0}Calculate the quotient and remainder of two Int32 values:", nl ); intResult = Math::DivRem( int1, 2, int2 ); Console::WriteLine( "{0}/{1} = {2}, with a remainder of {3}.", int1, 2, intResult, int2 ); // Console::WriteLine( "{0}Calculate the quotient and remainder of two Int64 values:", nl ); longResult = Math::DivRem( long1, 4, long2 ); Console::WriteLine( "{0}/{1} = {2}, with a remainder of {3}.", long1, 4, longResult, long2 ); // String^ str1 = "The IEEE remainder of {0:e}/{1:f} is {2:e}"; divisor = 2.0; Console::WriteLine( "{0}Divide two double-precision floating-point values:", nl ); doubleResult = Math::IEEERemainder( Double::MaxValue, divisor ); Console::Write( "1) " ); Console::WriteLine( str1, Double::MaxValue, divisor, doubleResult ); divisor = 3.0; doubleResult = Math::IEEERemainder( Double::MaxValue, divisor ); Console::Write( "2) " ); Console::WriteLine( str1, Double::MaxValue, divisor, doubleResult ); Console::WriteLine( "Note that two positive numbers can yield a negative remainder." ); } /* This example produces the following results: Calculate the quotient and remainder of two Int32 values: 2147483647/2 = 1073741823, with a remainder of 1. Calculate the quotient and remainder of two Int64 values: 9223372036854775807/4 = 2305843009213693951, with a remainder of 3. Divide two double-precision floating-point values: 1) The IEEE remainder of 1.797693e+308/2.00 is 0.000000e+000 2) The IEEE remainder of 1.797693e+308/3.00 is -1.000000e+000 Note that two positive numbers can yield a negative remainder. */
// This example demonstrates Math.DivRem() // Math.IEEERemainder() import System.*; class Sample { public static void main(String[] args) { int int1 = Int32.MaxValue; int int2 = Int32.MaxValue; int intResult; long long1 = Int64.MaxValue; long long2 = Int64.MaxValue; long longResult; double doubleResult; double divisor; String nl = Environment.get_NewLine(); // Console.WriteLine("{0}Calculate the quotient and " + "remainder of two Int32 values:", nl); intResult = System.Math.DivRem(int1, 2, int2); Console.WriteLine("{0}/{1} = {2}, with a remainder of {3}.", new Object[] { (Int32)int1, (Int32)2, (Int32)intResult, (Int32)int2 }); // Console.WriteLine("{0}Calculate the quotient and remainder" + " of two Int64 values:", nl); longResult = System.Math.DivRem(long1, 4, long2); Console.WriteLine("{0}/{1} = {2}, with a remainder of {3}.", new Object[] { (Int64)long1, (Int32)4, (Int64)longResult, (Int64)long2 }); // String str1 = "The IEEE remainder of {0:e}/{1:f} is {2:e}"; divisor = 2.0; Console.WriteLine("{0}Divide two double-precision" + " floating-point values:", nl); doubleResult = System.Math.IEEERemainder(System.Double.MaxValue, divisor); Console.Write("1) "); Console.WriteLine(str1, ((System.Double)System.Double.MaxValue).ToString("e"), ((System.Double)divisor).ToString("f"), ((System.Double)doubleResult).ToString("e")); divisor = 3.0; doubleResult = System.Math.IEEERemainder(System.Double.MaxValue, divisor); Console.Write("2) "); Console.WriteLine(str1, ((System.Double)System.Double.MaxValue).ToString("e"), ((System.Double)divisor).ToString("f"), ((System.Double)doubleResult).ToString("e")); Console.WriteLine("Note that two positive numbers can" + " yield a negative remainder."); } //main } //Sample /* This example produces the following results: Calculate the quotient and remainder of two Int32 values: 2147483647/2 = 1073741823, with a remainder of 1. Calculate the quotient and remainder of two Int64 values: 9223372036854775807/4 = 2305843009213693951, with a remainder of 3. Divide two double-precision floating-point values: 1) The IEEE remainder of 1.797693e+308/2.00 is 0.000000e+000 2) The IEEE remainder of 1.797693e+308/3.00 is -1.000000e+000 Note that two positive numbers can yield a negative remainder. */

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