Grade 6Matheasy
Grade 6 Division Practice - Easy Level
This worksheet provides practice with basic division problems including single-digit divisors, two-digit dividends, and simple three-digit dividends with whole number answers.
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What Your Child Will Learn
- Solve division problems with single-digit divisors and two-digit dividends accurately using long division or mental math strategies
- Calculate division problems involving simple three-digit dividends that result in whole number quotients without remainders
- Apply knowledge of multiplication facts to verify division answers and check work independently
- Identify the correct placement of digits in quotients when dividing larger numbers by single-digit divisors
How to Use This Worksheet
- Step 1: Have students complete the first 5 problems involving two-digit dividends, encouraging them to use mental math strategies when possible
- Step 2: Review the first 5 answers together, discussing any errors and reinforcing proper long division setup
- Step 3: Move to problems 6-10 which include three-digit dividends, demonstrating how to work systematically from left to right
- Step 4: Complete the final 5 problems independently, having students check each answer by multiplying the quotient by the divisor
- Step 5: Circle any problems that were challenging and practice similar examples for additional reinforcement
Tips for Parents & Teachers
Students often misalign digits when doing long division - have them use graph paper or draw vertical lines to keep place values organized, especially when working with three-digit dividends
Many 6th graders struggle with knowing when to add zeros to quotients - teach them to ask 'how many times does the divisor go into this digit?' at each step, emphasizing that sometimes the answer is zero
Encourage students to estimate answers first (like 84 ÷ 4 is about 80 ÷ 4 = 20) to catch major errors in their calculations
If students get stuck on a problem, remind them they can use the inverse relationship - multiply their answer by the divisor to check if they get back to the original dividend
Frequently Asked Questions
My child knows their multiplication tables but still struggles with division - why is this happening?
Division requires students to think backwards from multiplication, which is a more complex cognitive process. Practice 'fact families' like 6×8=48, 8×6=48, 48÷6=8, 48÷8=6 to help them see the connections more clearly.
Should my 6th grader be using long division for all problems or can they use mental math?
At this level, encourage mental math for easier problems like 84÷4, but use long division for three-digit problems to build the systematic thinking skills they'll need for more complex division later.
How can I help my child remember the steps of long division?
Teach the acronym 'Does McDonald's Sell Burgers?' for Divide, Multiply, Subtract, Bring down. Practice this sequence repeatedly with two-digit dividends before moving to three-digit problems.
What should I do if my child gets frustrated with division problems?
Start with problems they can solve mentally to build confidence, then gradually introduce the written algorithm. Remind them that division is just grouping - like sharing 72 stickers equally among 8 friends.
Why do all these problems have whole number answers instead of remainders?
This easy-level worksheet focuses on building fluency with the division process first. Once students master whole number division, they'll be ready to tackle problems with remainders and eventually decimal quotients.
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