Grade 8 Division Worksheets
Free printable division practice for Grade 8 students. Generate problems, solve them on screen or paper, and download as PDF.
Practice Worksheet
Grade 8 Division Practice
Solve each problem. Show your work.
- 1.1144 ÷ 44 = _____
- 2.2730 ÷ 42 = _____
- 3.1254 ÷ 22 = _____
- 4.1710 ÷ 30 = _____
- 5.1035 ÷ 15 = _____
- 6.1776 ÷ 37 = _____
Show answer key
- Question 1: 26
- Question 2: 65
- Question 3: 57
- Question 4: 57
- Question 5: 69
- Question 6: 48
Free Practice Worksheets
Print, solve on paper, then upload a photo for instant AI grading and feedback.
Build confidence with approachable problems
Solve each problem. Take your time.
- 1.Divide the following fractions: (3/4) / (1/2)
- 2.Divide the following decimals: 12.6 / 0.3
- 3.Divide the following integers: -48 / 6
- 4.Divide the following fractions: (5/6) / (2/3)
- 5.Divide the following decimals: 8.4 / 0.4
- 6.Divide the following integers: -75 / -5
Full range of grade expectations
Solve each problem. Show your work.
- 1.Calculate the quotient: (-4.8) / 0.12
- 2.Divide the fractions: (3/4) / (5/8). Express your answer as a simplified fraction.
- 3.Compare the following two expressions using <, >, or =: (-24 / 4) compared to (-36 / 6).
- 4.A cylindrical tank has a volume of 500 cubic meters. If the area of the circular base is 25 square meters, what is the height of the cylinder? (Use the formula: Volume / Area of base = height)
- 5.A rope that is 12 1/2 meters long is cut into smaller pieces, each measuring 1 1/4 meters. How many pieces can be cut from the rope?
- 6.Evaluate the following multi-step expression: ((-15 / 3) + 2) / (-0.5)
Skill map
How division skills connect
Shore up what feeds in, work through the core skills in order, then move on to what they unlock. A means the skill has an instant answer checker.
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Core skills — in order
What Your Child Will Learn
In Grade 8, division is applied to rational expressions, scientific notation, and algebraic problem-solving. Students divide monomials, simplify algebraic fractions, and use division in formulas involving rates, density, and slopes.
Division underpins linear relationships — slope is rise divided by run. Students also divide in scientific notation and apply division to financial literacy contexts like cost-per-unit comparisons and interest rate calculations.
Skills Covered
- Dividing monomials and algebraic expressions
- Division in scientific notation
- Calculating slope (rise ÷ run)
- Simplifying rational expressions
- Dividing rational numbers fluently
- Applying division to financial problems
Curriculum Aligned: Aligned with Strand B (Number) and Strand C (Algebra): applying division in algebraic and real-world contexts.
Parent Tip: Slope is everywhere — road grades, roof pitches, hiking trails. Ask 'how much does it rise for every metre it runs?' to connect math to the real world.
What your child will practice
Practice core division skills aligned with Grade 8 curriculum standards, including problem-solving and conceptual understanding.
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Check my workFrequently Asked Questions
How is division connected to multiplication?
Division is the inverse of multiplication. If your child knows 6 × 4 = 24, they can figure out 24 ÷ 4 = 6. Strong multiplication fact fluency makes division much easier.
When does my child learn long division?
Long division is typically introduced in Grade 4 and refined through Grade 5-6. Start with single-digit divisors, then progress to two-digit divisors. Understanding place value is key.
How should my child handle remainders in division?
Remainders appear in Grade 4. Teach your child to express remainders as a whole number (R2), a fraction (2/5), or a decimal (0.4) depending on the context of the problem.