🔢 Floor Division Calculator
Calculate integer division using floor division
How to Use This Calculator
1
Enter Two Numbers
Input dividend and divisor (divisor must not be zero).
2
Get Floor Division
See integer quotient, remainder, and division relationship.
Formula
a = q × b + r
Where q = floor(a/b), r = remainder
Example: 17 ÷ 3
Floor Division: ⌊17/3⌋ = 5
Remainder: 17 mod 3 = 2
17 = 5 × 3 + 2
About Floor Division Calculator
The Floor Division Calculator performs integer division, returning the floor of the quotient. Floor division rounds down to the nearest integer.
When to Use This Calculator
- Integer Division: Divide and get whole number quotient
- Remainder: Find remainder/modulo
- Programming: Understand // operator behavior
- Mathematics: Division algorithm
Why Use Our Calculator?
- ✅ Instant Results: Calculate immediately
- ✅ Complete Info: Shows quotient, remainder, equation
- ✅ Educational: Learn division algorithm
- ✅ Completely Free: No registration required
Frequently Asked Questions
What's floor division?
Floor division returns the integer quotient rounded down: 17 // 3 = 5 (not 5.67). Used in Python with // and other languages.
How does it differ from regular division?
Regular division: 17/3 = 5.667. Floor division: 17//3 = 5. Floor division always gives an integer, rounded down.