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Comparing Fractions: Simple Comparisons - Free Printable

Comparing Fractions: Simple Comparisons

Educational worksheet: Comparing Fractions: Simple Comparisons. Download and print for classroom or home learning activities.

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Show Answer Key & Explanations Step-by-step solution for: Comparing Fractions: Simple Comparisons
Let’s go through each fraction comparison one by one. Since all the fractions have the same denominator (10), we can just compare the numerators — the top numbers. The bigger numerator means the bigger fraction.

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Left Column:

1. 3/10 vs 7/10 → 3 < 7 → so 3/10 < 7/10
2. 6/10 vs 2/10 → 6 > 2 → so 6/10 > 2/10
3. 4/10 vs 4/10 → 4 = 4 → so 4/10 = 4/10
4. 1/10 vs 8/10 → 1 < 8 → so 1/10 < 8/10
5. 6/10 vs 4/10 → 6 > 4 → so 6/10 > 4/10
6. 2/10 vs 5/10 → 2 < 5 → so 2/10 < 5/10
7. 5/10 vs 1/10 → 5 > 1 → so 5/10 > 1/10
8. 2/10 vs 7/10 → 2 < 7 → so 2/10 < 7/10

*(Note: The last line “5 ___ 5” seems incomplete or cut off — but since it’s not a fraction with denominator 10, and no context is given, we’ll skip it as it doesn’t match the pattern.)*

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Right Column:

1. 3/10 vs 2/10 → 3 > 2 → so 3/10 > 2/10
2. 4/10 vs 2/10 → 4 > 2 → so 4/10 > 2/10
3. 1/10 vs 9/10 → 1 < 9 → so 1/10 < 9/10
4. 4/10 vs 3/10 → 4 > 3 → so 4/10 > 3/10
5. 2/10 vs 2/10 → 2 = 2 → so 2/10 = 2/10
6. 6/10 vs 3/10 → 6 > 3 → so 6/10 > 3/10
7. 1/10 vs 9/10 → 1 < 9 → so 1/10 < 9/10
8. 6/10 vs 4/10 → 6 > 4 → so 6/10 > 4/10

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All comparisons are based on comparing numerators when denominators are equal. This is correct because if you split something into 10 equal parts, having more parts (bigger numerator) means you have more of the whole.

Final Answer:
All the symbols shown in the image are correct:
- Left column: <, >, =, <, >, <, >, <
- Right column: >, >, <, >, =, >, <, >
Parent Tip: Review the logic above to help your child master the concept of fractions greater than less than.
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