Arithmetic Problem Generator

Application Navigation
Generate Exercises
Print
Personal Information
Fill in the answer
Within 10000
Division
Exercise structure:
2-digit divided by 2-digit
  • Random
  • 1-digit divided by 1-digit
  • 2-digit divided by 1-digit
  • 2-digit divided by 2-digit
  • 3-digit divided by 1-digit
  • 3-digit divided by 2-digit
  • 3-digit divided by 3-digit
  • 4-digit divided by 1-digit
  • 4-digit divided by 2-digit
  • 4-digit divided by 3-digit
  • 4-digit divided by 4-digit
Remainder
Number of exercises:
1 page
  • 1 page
  • 2 pages
Mathematics Division With Remainders Arithmetic Exercises
Name: _____________ Class: _____________ Student ID: _____________ Date: _____________ Score: _____________
answer
A4
1/1
www.mathsenior.com

Exercise Type

  • * Division with remainder arithmetic exercises (second grade, second semester);

Key Points

  • 1. Definition of remainder:
  • The remainder is the remainder after the dividend is divided by the divisor in a division operation; that is: if one number (dividend) cannot be divided by another number (divisor), the remainder is the remainder;
  • For example: 16 ÷ 3 = 5 remainder 1, the quotient is 5 and the remainder is 1; in this formula, 16 cannot be divided by 3;
  • 2. Properties of remainder:
  • 1 ) The remainder is always less than the absolute value of the divisor, for example: 7 ÷ 3 = 2 remainder 1;
  • 2 ) If the remainder is zero, it means that the dividend can be divided by the divisor, that is, there is no remainder; for example: 6 ÷ 2 = 3 remainder 0;