Grade 6Mathmedium

Grade 6 Division Practice - Medium Level

This worksheet covers division of whole numbers, including long division, division with remainders, and division of larger numbers appropriate for Grade 6 students.

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Grade 6 Division Worksheet - 15 Problems

What Your Child Will Learn

Solve multi-digit division problems using the long division algorithm with 2-3 digit divisors
Calculate division problems that result in remainders and express answers in proper remainder format
Apply division strategies to solve problems involving 4-5 digit dividends divided by 2-digit divisors
Identify when to use estimation to check the reasonableness of division answers with larger numbers

How to Use This Worksheet

Step 1: Review the long division steps (divide, multiply, subtract, bring down) using a simple 1-digit divisor example as a warm-up
Step 2: Work through the first 2-3 problems together, focusing on proper alignment of digits and systematic application of the division algorithm
Step 3: Have students complete 4-5 problems independently while you observe their work and provide guidance on common error patterns
Step 4: Check answers together by having students verify their solutions using multiplication and remainder addition
Step 5: Complete remaining problems with students explaining their thinking process for division with larger numbers and remainders

Tips for Parents & Teachers

Watch for students who forget to bring down digits in long division - have them circle the next digit to bring down before continuing each step

Many students struggle with placing zeros in quotients when the divisor doesn't go into a partial dividend - practice examples like 4,026 ÷ 13 where zeros appear in the middle of the answer

Help students check their work by multiplying the quotient by the divisor and adding any remainder - this should equal the original dividend

When students get stuck on 2-digit divisors, encourage them to round the divisor to estimate how many times it goes into the partial dividend before calculating exactly

Frequently Asked Questions

Why does my child struggle with long division when they can do basic division facts?

Long division requires multiple skills working together: knowing division facts, place value understanding, subtraction accuracy, and following a multi-step procedure. Practice each component separately, then combine them gradually.

How should my child handle remainders in division problems?

At this level, remainders should be written as 'R' followed by the number (like 47 R3). Make sure they understand the remainder must always be smaller than the divisor, and teach them to check by multiplying back.

What's the best way to help my child with 2-digit divisors?

Start by having them estimate using rounding - if dividing by 23, think of it as 20. This gives a ballpark for how many times it goes in. Then adjust up or down as needed. Estimation prevents wild guesses.

How can I tell if my child's division answers are reasonable?

Teach them to estimate first: 4,850 ÷ 25 is about 5,000 ÷ 25 = 200. If their answer is 19 or 1,940, they'll know something went wrong. Estimation catches most place value errors.

My child keeps making errors in the subtraction steps of long division. What should I do?

Practice the subtraction separately first, focusing on borrowing with zeros. In long division, have them double-check each subtraction step before moving on. Consider using graph paper to keep columns aligned.