Decimal.Remainder(Decimal, Decimal) Methode

Referenz

Definition

Namespace:: System

Assembly:: System.Runtime.dll

Assembly:: mscorlib.dll

Assembly:: netstandard.dll

Quelle:: Decimal.cs

Quelle:: Decimal.cs

Quelle:: Decimal.cs

Wichtig

Einige Informationen beziehen sich auf Vorabversionen, die vor dem Release ggf. grundlegend überarbeitet werden. Microsoft übernimmt hinsichtlich der hier bereitgestellten Informationen keine Gewährleistungen, seien sie ausdrücklich oder konkludent.

Berechnet den Rest der Division zweier Decimal-Werte.

public:
 static System::Decimal Remainder(System::Decimal d1, System::Decimal d2);

public static decimal Remainder (decimal d1, decimal d2);

static member Remainder : decimal * decimal -> decimal

Public Shared Function Remainder (d1 As Decimal, d2 As Decimal) As Decimal

Parameter

d1: Decimal

Der Dividend.

d2: Decimal

Der Divisor.

Gibt zurück

Decimal

Der Rest aus der Division von d1 durch d2.

Ausnahmen

DivideByZeroException

d2 ist 0 (null).

OverflowException

Der Rückgabewert ist kleiner als Decimal.MinValue oder größer als Decimal.MaxValue.

Beispiele

Im folgenden Beispiel wird die Remainder -Methode verwendet, um den Rest in einer Reihe von Divisionsvorgängen zu berechnen.

using System;

public class Example
{
    public static void Main()
    {
        // Create parallel arrays of Decimals to use as the dividend and divisor.
        Decimal[] dividends = { 79m, 1000m, -1000m, 123m, 1234567800000m,
                                1234.0123m };
        Decimal[] divisors = { 11m, 7m, 7m, .00123m, 0.12345678m, 1234.5678m };

        for (int ctr = 0; ctr < dividends.Length; ctr++)
        {
           Decimal dividend = dividends[ctr];
           Decimal divisor = divisors[ctr];
           Console.WriteLine("{0:N3} / {1:N3} = {2:N3} Remainder {3:N3}", dividend,
                             divisor, Decimal.Divide(dividend, divisor),
                             Decimal.Remainder(dividend, divisor));
        }
    }
}
// The example displays the following output:
//       79.000 / 11.000 = 7.182 Remainder 2.000
//       1,000.000 / 7.000 = 142.857 Remainder 6.000
//       -1,000.000 / 7.000 = -142.857 Remainder -6.000
//       123.000 / 0.001 = 100,000.000 Remainder 0.000
//       1,234,567,800,000.000 / 0.123 = 10,000,000,000,000.000 Remainder 0.000
//       1,234.012 / 1,234.568 = 1.000 Remainder 1,234.012

open System

// Create parallel lists of Decimals to use as the dividend and divisor.
let dividends = 
    [ 79m; 1000m; -1000m; 123m; 1234567800000m; 1234.0123m ]
let divisors =
    [ 11m; 7m; 7m; 0.00123m; 0.12345678m; 1234.5678m ]

for i = 0 to dividends.Length - 1 do
    let dividend = dividends[i]
    let divisor = divisors[i]
    printfn $"{dividend:N3} / {divisor:N3} = {Decimal.Divide(dividend, divisor):N3} Remainder {Decimal.Remainder(dividend, divisor):N3}"

// The example displays the following output:
//       79.000 / 11.000 = 7.182 Remainder 2.000
//       1,000.000 / 7.000 = 142.857 Remainder 6.000
//       -1,000.000 / 7.000 = -142.857 Remainder -6.000
//       123.000 / 0.001 = 100,000.000 Remainder 0.000
//       1,234,567,800,000.000 / 0.123 = 10,000,000,000,000.000 Remainder 0.000
//       1,234.012 / 1,234.568 = 1.000 Remainder 1,234.012

Module Example
    Sub Main( )
        ' Create parallel arrays of Decimals to use as the dividend and divisor.
        Dim dividends() As Decimal = { 79d, 1000d, -1000d, 123d, 1234567800000d,
                                       1234.0123d }
        Dim divisors() As Decimal = { 11d, 7d, 7d, .00123d, 0.12345678d,
                                      1234.5678d }
        
        For ctr As Integer = 0 To dividends.Length - 1
           Dim dividend As Decimal = dividends(ctr)
           Dim divisor As Decimal = divisors(ctr)
           Console.WriteLine("{0:N3} / {1:N3} = {2:N3} Remainder {3:N3}", dividend,
                             divisor, Decimal.Divide(dividend, divisor),
                             Decimal.Remainder(dividend, divisor)) 
        Next
    End Sub
End Module 
' The example displays the following output:
'       79.000 / 11.000 = 7.182 Remainder 2.000
'       1,000.000 / 7.000 = 142.857 Remainder 6.000
'       -1,000.000 / 7.000 = -142.857 Remainder -6.000
'       123.000 / 0.001 = 100,000.000 Remainder 0.000
'       1,234,567,800,000.000 / 0.123 = 10,000,000,000,000.000 Remainder 0.000
'       1,234.012 / 1,234.568 = 1.000 Remainder 1,234.012

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