To solve the problem of determining the length of the green bars on each ruler, we need to carefully observe where the green bars start and end on the rulers. Each ruler is marked in inches, with smaller divisions representing fractions of an inch (typically sixteenths or eighths). Let's analyze each bar step by step:
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Ruler 1:
- The green bar starts at the 0-inch mark.
- The green bar ends just before the 2-inch mark.
- The exact ending point appears to be at the 1/8-inch mark past the 2-inch mark.
- Therefore, the length is
2 + 1/8 inches.
Answer for Ruler 1: \( \boxed{2 \frac{1}{8}} \)
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Ruler 2:
- The green bar starts at the 0-inch mark.
- The green bar ends just before the 4-inch mark.
- The exact ending point appears to be at the 3/8-inch mark past the 4-inch mark.
- Therefore, the length is
4 + 3/8 inches.
Answer for Ruler 2: \( \boxed{4 \frac{3}{8}} \)
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Ruler 3:
- The green bar starts at the 0-inch mark.
- The green bar ends just before the 3-inch mark.
- The exact ending point appears to be at the 5/8-inch mark past the 3-inch mark.
- Therefore, the length is
3 + 5/8 inches.
Answer for Ruler 3: \( \boxed{3 \frac{5}{8}} \)
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Ruler 4:
- The green bar starts at the 0-inch mark.
- The green bar ends just before the 1-inch mark.
- The exact ending point appears to be at the 1/8-inch mark past the 1-inch mark.
- Therefore, the length is
1 + 1/8 inches.
Answer for Ruler 4: \( \boxed{1 \frac{1}{8}} \)
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Ruler 5:
- The green bar starts at the 0-inch mark.
- The green bar ends just before the 5-inch mark.
- The exact ending point appears to be at the 7/8-inch mark past the 5-inch mark.
- Therefore, the length is
5 + 7/8 inches.
Answer for Ruler 5: \( \boxed{5 \frac{7}{8}} \)
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Ruler 6:
- The green bar starts at the 0-inch mark.
- The green bar ends just before the 3-inch mark.
- The exact ending point appears to be at the 1/8-inch mark past the 3-inch mark.
- Therefore, the length is
3 + 1/8 inches.
Answer for Ruler 6: \( \boxed{3 \frac{1}{8}} \)
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Ruler 7:
- The green bar starts at the 0-inch mark.
- The green bar ends just before the 4-inch mark.
- The exact ending point appears to be at the 5/8-inch mark past the 4-inch mark.
- Therefore, the length is
4 + 5/8 inches.
Answer for Ruler 7: \( \boxed{4 \frac{5}{8}} \)
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Ruler 8:
- The green bar starts at the 0-inch mark.
- The green bar ends just before the 1-inch mark.
- The exact ending point appears to be at the 3/8-inch mark past the 1-inch mark.
- Therefore, the length is
1 + 3/8 inches.
Answer for Ruler 8: \( \boxed{1 \frac{3}{8}} \)
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Final Answers:
1. \( \boxed{2 \frac{1}{8}} \)
2. \( \boxed{4 \frac{3}{8}} \)
3. \( \boxed{3 \frac{5}{8}} \)
4. \( \boxed{1 \frac{1}{8}} \)
5. \( \boxed{5 \frac{7}{8}} \)
6. \( \boxed{3 \frac{1}{8}} \)
7. \( \boxed{4 \frac{5}{8}} \)
8. \( \boxed{1 \frac{3}{8}} \)
These are the lengths of the green bars on each ruler.
Parent Tip: Review the logic above to help your child master the concept of read a ruler worksheet.
