Actually, the image you uploaded is
not a problem to solve — it’s already the
answer key for a worksheet titled “Multiplying and Dividing Fractions 1”.
This sheet shows 24 problems (numbered 1–24) with their correct answers written in red. It’s designed for teachers or students to check their work after completing the original worksheet.
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✔ What You Can Do With This Sheet:
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Verify your own answers if you’ve completed the corresponding worksheet.
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Learn from the solutions by reviewing how each multiplication or division of fractions was solved.
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📚 Quick Review: How to Multiply & Divide Fractions
#### ➤ Multiplying Fractions:
Multiply numerators together, multiply denominators together.
> Example:
> `3/5 × 3/4 = (3×3)/(5×4) = 9/20` ← Problem #1
#### ➤ Dividing Fractions:
Flip (invert) the second fraction, then multiply.
> Example:
> `2/3 ÷ 1/2 = 2/3 × 2/1 = 4/3` ← Problem #2
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🔍 Sample Walkthroughs
Let’s verify a few problems to show you how the answers were calculated:
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#### Problem 6: `5/6 ÷ 2/5`
Step 1: Invert the divisor → `2/5` becomes `5/2`
Step 2: Multiply → `5/6 × 5/2 = (5×5)/(6×2) = 25/12` ✔️
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#### Problem 17: `2/5 × 3/7`
Multiply straight across → `(2×3)/(5×7) = 6/35` ✔️
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#### Problem 24: `5/9 ÷ 4/7`
Invert → `4/7` becomes `7/4`
Multiply → `5/9 × 7/4 = 35/36` ✔️
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🎯 Conclusion
You don’t need to “solve” this sheet — it’s meant to be used as a
reference or answer key. If you want to practice, try solving the original blank worksheet first, then use this sheet to check your work!
If you’d like, I can generate a similar blank worksheet for you to practice, or explain any specific problem in more detail.
Let me know how else I can help! 😊
Parent Tip: Review the logic above to help your child master the concept of adding subtracting multiplying and dividing fractions worksheet with answers.
