Dividing Fractions Worksheet
- Focuses on dividing fractions and understanding the process
- Includes real-world applications like measuring and estimating
- Covers error analysis in fraction division
- Designed for Grade 6 students with medium difficulty
Here are the first 3 questions. Click “View all questions” to see the complete assessment.
Q1.
Q2.
Which proper fraction makes 4/9 ÷ x = 2/3 true?
Q3.
A jug contains 3/4 L of juice. Each cup holds 1/8 L. How many full cups can be filled?
Q4.
Which whole number is the best estimate for 7/8 ÷ 3/10?
Q5.
Which calculation correctly shows how to find 5/6 ÷ 3/4?
Q6.
Let R = 2/3 ÷ 1/6 and S = 2/3 ÷ 5/6. Which statement is true?
Q7.
A student writes 4/5 ÷ 2/3 = (4 × 2)/(5 × 3) = 8/15. Which statement best explains the student's error?
Q8.
A ribbon is 5/6 m long. It is cut into pieces that are each 1/9 m long. What is the greatest number of full pieces that can be cut?
Q9.
The fraction strip shows a shaded part of one whole. How many groups of 1/8 are contained in the shaded part?
Q10.
The number line is divided into equal intervals. What is the value at point B divided by the value at point A?
What this assessment covers
Concepts tested
- Dividing fractions by fractions
- Estimating results of fraction division
- Understanding and correcting errors in fraction division
- Applying fraction division to real-world scenarios
- Interpreting fraction division on number lines
Question Mix
- Medium questions included
Skills you build
- Perform fraction division calculations
- Estimate results of fraction operations
- Analyze and correct mathematical errors
- Apply mathematical concepts to practical situations
- Interpret mathematical representations like number lines