Quotient Remainder Theorem
- Tags
- math
Is a core concept in modular arithmetic, which states:
Given any integer \\( A \\), and a positive integer \\( B \\) there exists unique
integers \\( Q \\) and \\( R \\) such that:
\\[ A = B \* Q + R \\; \text{where \\( 0 \leq R < B \\)} \\]