BigInteger.Remainder(BigInteger, BigInteger) Method

Reference

Definition

Namespace:: System.Numerics

Assembly:: System.Runtime.Numerics.dll

Assembly:: System.Numerics.dll

Assembly:: netstandard.dll

Source:: BigInteger.cs

Source:: BigInteger.cs

Source:: BigInteger.cs

Important

Some information relates to prerelease product that may be substantially modified before it’s released. Microsoft makes no warranties, express or implied, with respect to the information provided here.

Performs integer division on two BigInteger values and returns the remainder.

public:
 static System::Numerics::BigInteger Remainder(System::Numerics::BigInteger dividend, System::Numerics::BigInteger divisor);

public static System.Numerics.BigInteger Remainder (System.Numerics.BigInteger dividend, System.Numerics.BigInteger divisor);

static member Remainder : System.Numerics.BigInteger * System.Numerics.BigInteger -> System.Numerics.BigInteger

Public Shared Function Remainder (dividend As BigInteger, divisor As BigInteger) As BigInteger

Parameters

dividend: BigInteger

The value to be divided.

divisor: BigInteger

The value to divide by.

Returns

BigInteger

The remainder after dividing dividend by divisor.

Exceptions

DivideByZeroException

divisor is 0 (zero).

Examples

The following example compares the remainder from the DivRem method with the remainder returned by the Remainder method to establish that the two methods calculate identical remainders.

using System;
using System.Numerics;

public class Example
{
   public static void Main()
   {
      BigInteger dividend1 = BigInteger.Pow(Int64.MaxValue, 3);
      BigInteger dividend2 = dividend1 * BigInteger.MinusOne;
      BigInteger divisor1 = Int32.MaxValue;
      BigInteger divisor2 = divisor1 * BigInteger.MinusOne;
      BigInteger remainder1, remainder2;
      BigInteger divRem1 = BigInteger.Zero;
      BigInteger divRem2 = BigInteger.Zero;

      remainder1 = BigInteger.Remainder(dividend1, divisor1);
      remainder2 = BigInteger.Remainder(dividend2, divisor1);

      BigInteger.DivRem(dividend1, divisor1, out divRem1);
      Console.WriteLine("BigInteger.Remainder({0}, {1}) = {2}",
                        dividend1, divisor1, remainder1);
      Console.WriteLine("BigInteger.DivRem({0}, {1}) = {2}",
                        dividend1, divisor1, divRem1);
      if (remainder1.Equals(divRem1))
         Console.WriteLine("The remainders are equal.\n");

      BigInteger.DivRem(dividend2, divisor2, out divRem2);
      Console.WriteLine("BigInteger.Remainder({0}, {1}) = {2}",
                        dividend2, divisor2, remainder2);
      Console.WriteLine("BigInteger.DivRem({0}, {1}) = {2}",
                        dividend2, divisor2, divRem2);
      if (remainder2.Equals(divRem2))
         Console.WriteLine("The remainders are equal.\n");
   }
}
// The example displays the following output:
//    BigInteger.Remainder(784637716923335095224261902710254454442933591094742482943, 2147483647) = 1
//    BigInteger.DivRem(784637716923335095224261902710254454442933591094742482943, 2147483647) = 1
//    The remainders are equal.
//
//    BigInteger.Remainder(-784637716923335095224261902710254454442933591094742482943, -2147483647) = -1
//    BigInteger.DivRem(-784637716923335095224261902710254454442933591094742482943, -2147483647) = -1
//    The remainders are equal.

open System
open System.Numerics

let dividend1 = BigInteger.Pow(Int64.MaxValue, 3)
let dividend2 = dividend1 * BigInteger.MinusOne
let divisor1 = bigint Int32.MaxValue
let divisor2 = divisor1 * BigInteger.MinusOne

let remainder1 = BigInteger.Remainder(dividend1, divisor1)
let remainder2 = BigInteger.Remainder(dividend2, divisor1)

let mutable divRem1 = BigInteger.Zero
let mutable divRem2 = BigInteger.Zero

BigInteger.DivRem(dividend1, divisor1, &divRem1) |> ignore

printfn $"BigInteger.Remainder({dividend1}, {divisor1}) = {remainder1}"

printfn $"BigInteger.DivRem({dividend1}, {divisor1}) = {divRem1}"


if remainder1.Equals divRem1 then
    printfn $"The remainders are equal.\n"

BigInteger.DivRem(dividend2, divisor2, &divRem2) |> ignore

printfn $"BigInteger.Remainder({dividend2}, {divisor2}) = {remainder2}"
printfn $"BigInteger.DivRem({dividend2}, {divisor2}) = {divRem2}"

if remainder2.Equals divRem2 then
    printfn $"The remainders are equal.\n"

// The example displays the following output:
//    BigInteger.Remainder(784637716923335095224261902710254454442933591094742482943, 2147483647) = 1
//    BigInteger.DivRem(784637716923335095224261902710254454442933591094742482943, 2147483647) = 1
//    The remainders are equal.
//
//    BigInteger.Remainder(-784637716923335095224261902710254454442933591094742482943, -2147483647) = -1
//    BigInteger.DivRem(-784637716923335095224261902710254454442933591094742482943, -2147483647) = -1
//    The remainders are equal.

Imports System.Numerics

Module Example
   Public Sub Main()
      Dim dividend1 As BigInteger = BigInteger.Pow(Int64.MaxValue, 3)
      Dim dividend2 As BigInteger = dividend1 * BigInteger.MinusOne
      Dim divisor1 As BigInteger = Int32.MaxValue
      Dim divisor2 As BigInteger = divisor1 * BigInteger.MinusOne
      Dim remainder1, remainder2 As BigInteger
      Dim divRem1 As BigInteger = BigInteger.Zero
      Dim divRem2 As BigInteger = BigInteger.Zero

      remainder1 = BigInteger.Remainder(dividend1, divisor1)
      remainder2 = BigInteger.Remainder(dividend2, divisor1)

      BigInteger.DivRem(dividend1, divisor1, divRem1)
      Console.WriteLine("BigInteger.Remainder({0}, {1}) = {2}",
                        dividend1, divisor1, remainder1)
      Console.WriteLine("BigInteger.DivRem({0}, {1}) = {2}",
                        dividend1, divisor1, divRem1)
      If remainder1.Equals(divRem1) Then Console.WriteLine("The remainders are equal.")
      Console.WriteLine()

      BigInteger.DivRem(dividend2, divisor2, divRem2)
      Console.WriteLine("BigInteger.Remainder({0}, {1}) = {2}",
                        dividend2, divisor2, remainder2)
      Console.WriteLine("BigInteger.DivRem({0}, {1}) = {2}",
                        dividend2, divisor2, divRem2)
      If remainder2.Equals(divRem2) Then Console.WriteLine("The remainders are equal.")
      Console.WriteLine()
   End Sub
End Module
' The example displays the following output:
'    BigInteger.Remainder(784637716923335095224261902710254454442933591094742482943, 2147483647) = 1
'    BigInteger.DivRem(784637716923335095224261902710254454442933591094742482943, 2147483647) = 1
'    The remainders are equal.
'
'    BigInteger.Remainder(-784637716923335095224261902710254454442933591094742482943, -2147483647) = -1
'    BigInteger.DivRem(-784637716923335095224261902710254454442933591094742482943, -2147483647) = -1
'    The remainders are equal.

Remarks

The sign of the remainder is the sign of the dividend parameter.

The Remainder method is implemented for languages that do not support custom operators. Its behavior is identical to division using the modulus operator.

If necessary, the method automatically performs implicit conversion of other integral types to BigInteger objects before it performs the modulus operation.

Applies to

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