How to Calculate Divide and Modulo for Integers in C#

How can I calculate divide and modulo for integers in C#?

Here's an answer from the MSDN documentation.

When you divide two integers, the result is always an integer. For example, the result of 7 / 3 is 2. To determine the remainder of 7 / 3, use the remainder operator (%).

int a = 5;
int b = 3;

int div = a / b; //quotient is 1
int mod = a % b; //remainder is 2

C# modulus operator

Because the remainder of 3 / 4 = 3.

http://en.wikipedia.org/wiki/Modulo_operator

remainder (%) operator c#

Check Output you can understand every steps and what's happening in every step

using System;
class MainClass {
public static void Main (string[] args) {
Console.WriteLine("Please enter a number: ");
int number = Convert.ToInt32(Console.ReadLine());
int sum = 0;
while (number> 0)
{
Console.WriteLine("Steps");
Console.WriteLine("--------------");
Console.WriteLine("Digits: "+ (number % 10));
sum = sum + (number % 10);
Console.WriteLine("sum: "+ sum);
number = number / 10;
Console.WriteLine("number after number/10: "+ (number).ToString());
Console.WriteLine("--------------");
}
Console.WriteLine("{0}{1}", "Sum of digits is: ", sum.ToString());
}
}

Output:

Please enter a number: 
9874
Steps
--------------
Digits: 4
sum: 4
number after number/10: 987
--------------
Steps
--------------
Digits: 7
sum: 11
number after number/10: 98
--------------
Steps
--------------
Digits: 8
sum: 19
number after number/10: 9
--------------
Steps
--------------
Digits: 9
sum: 28
number after number/10: 0
--------------
Sum of digits is: 28

C# - Separate integers/strings with division and remainder

The first question is really more about maths than programming. You know what the division and modulus operators do. Think about how you could use them to get the last (least significant) digit. Once you've done that you can apply a similar technique for the 2nd digit (tens) and then the same for hundreds and thousands and so on.

You've already found Char.IsLetter, but there is also Char.IsDigit, which does what you want more directly. You can do this check for one character and what you have is a string of characters. Have a look at a foreach loop.

Mathematical modulus in c#

Try (a % b) * Math.Sign(a)

Try this; it works correctly.

static int MathMod(int a, int b) {
return (Math.Abs(a * b) + a) % b;
}

C# Operator Modulus?

Suppose you introduce 123.

Step 1: 123 % 10 = 3; 
Sum = 3
Step 2: 123 / 10 = 12;
12 % 10 = 2;
Sum = 5
Step 3: 123 / 100 = 1;
Sum = 6;

C# modulo operator

There is no modulo operator in c#.

The % operator, is the remainder operator:https://learn.microsoft.com/en-us/dotnet/csharp/language-reference/operators/arithmetic-operators#remainder-operator-

The remainder operator % computes the remainder after dividing its left-hand operand by its right-hand operand.

Purpose of using modulus to find a numbers?

712 / 100 IS NOT 7.12. It's 7. If you'll divide 7 by 10, then you'll get 0. If you'll take modulus of 7 % 10, you'll get 7, because it's the rest of dividing 7/10. Dividing ints always rounds down to the full decimal value, there is no rest. That's what the modulus operator is for and you need to evaluate them separately.

Example:

Your input is 12345. 12345/100 gives you 123, because you have 123 full hundrets in the input. Then 123/10 would give you 12, because there are 12 full tens in 123 and 123%10 would give you 3 (which is the number you're looking for), because it's the rest from dividing 123/10.

And if you'll ever need division in the school-math type, use floating point types, like float or double. F.e. 12345f/100 would give you approximately 123.45f.

% (mod) explanation

As explained in the comments, the different behaviour is by design. The different languages just ascribe different meanings to the % operator.

You ask:

How can I use modulus operator in C#?

You can define a modulus operator yourself that behaves the same way as the Python % operator:

int mod(int a, int n)
{
int result = a % n;
if ((result<0 && n>0) || (result>0 && n<0)) {
result += n;
}
return result;
}


Related Topics



Leave a reply



Submit