Reading a Tape Measure worksheet with measurement exercises and answer lines.

Let’s go through each measurement one by one.

We’re reading a tape measure. The big numbers are inches. Between them, there are smaller lines — these represent fractions of an inch.

On this tape measure:
- The longest line between whole inches is the 1/2 inch mark.
- The next longest are the 1/4 inch marks.
- Then 1/8 inch marks.
- The shortest lines are 1/16 inch marks.

But looking at the image, it seems like the smallest division is 1/16 inch (since there are 16 small lines between each inch).

We need to:
1. Find where the gray bar ends.
2. Read the whole number of inches before that point.
3. Count how many 1/16ths past that whole inch the end falls.
4. Reduce the fraction if possible.
5. Write it as “whole number space fraction” and add a quotation mark at the end.

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Problem 1:
Gray bar ends just past 3 1/2? Let’s count.

From 3 to 4: the bar ends at the 8th small line after 3 → that’s 8/16 = 1/2 → so 3 1/2"

Wait — let’s be precise.

Actually, looking again: the bar ends exactly at the halfway point between 3 and 4 → that’s 3 1/2"

✔ Answer: 3 1/2"

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Problem 2:
Bar ends just before 1. It’s at the 12th small line after 0? Wait — from 0 to 1, the bar ends at the 12th line? No.

Actually, the bar ends at the 12th line from 0? But 12/16 = 3/4 → so 12/16 = 3/4 → but wait, the bar doesn’t reach 1.

It ends at the 12th small line from 0 → that’s 12/16 = 3/4 → so 0 3/4? But we don’t write 0 — it’s just 3/4"?

Wait — no, the bar starts at 0 and ends at 12/16 → which is 3/4 → so answer is 3/4"

But let’s check: from 0 to 1, there are 16 lines. The bar ends at the 12th line → 12/16 = 3/4 → yes.

✔ Answer: 3/4"

Wait — but the problem says “include a space between whole numbers and fractions”. Since there’s no whole number, just write the fraction.

But let’s double-check the image description — actually, in the original image, for #2, the bar ends at the 12th line from 0? Or is it at 12/16?

Actually, looking again — perhaps I miscounted.

Alternative approach: look at the marks.

Between 0 and 1:
- Longest line at 1/2 (8/16)
- Next at 1/4 (4/16) and 3/4 (12/16)

So if the bar ends at the 12th line, that’s 3/4.

Yes.

✔ Final for #2: 3/4"

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Problem 3:
Bar ends just before 3. From 0 to 3, then a bit more.

At 2, then how far past?

From 2 to 3: the bar ends at the 14th line after 2? Let’s see.

Actually, from 0 to 3 is 3 inches. Then from 3, it goes back? No — the bar starts at 0 and ends at about 2 14/16?

Wait — better: total length.

The bar ends at the 14th line after 2? Or after 0?

From 0: 2 full inches, then 14 small lines → 14/16 = 7/8 → so 2 7/8"

Is that right? 14/16 reduces to 7/8 → yes.

✔ Answer: 2 7/8"

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Problem 4:
Bar ends just before 7. From 6 to 7.

At 6, then how far? Looks like 12 small lines after 6 → 12/16 = 3/4 → so 6 3/4"

✔ Answer: 6 3/4"

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Problem 5:
Bar ends just past 9. From 9 to 10.

At 9, then 2 small lines? 2/16 = 1/8 → so 9 1/8"

Wait — let’s count: from 9, the first line is 1/16, second is 2/16=1/8 → yes.

✔ Answer: 9 1/8"

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Problem 6:
Bar ends just before 5. From 4 to 5.

At 4, then 12 lines? 12/16 = 3/4 → so 4 3/4"

✔ Answer: 4 3/4"

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Problem 7:
Bar ends just before 12. From 11 to 12.

At 11, then 12 lines? 12/16 = 3/4 → so 11 3/4"

✔ Answer: 11 3/4"

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Problem 8:
Bar ends just before 6. From 4 to 5 to 6.

At 5, then 12 lines? 12/16 = 3/4 → so 5 3/4"

Wait — from 4 to 5 is one inch, 5 to 6 is another. Bar ends at 5 12/16 → 5 3/4"

✔ Answer: 5 3/4"

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Now let’s list all answers clearly:

1. 3 1/2"
2. 3/4"
3. 2 7/8"
4. 6 3/4"
5. 9 1/8"
6. 4 3/4"
7. 11 3/4"
8. 5 3/4"

All fractions are reduced.

Final Answer:
3 1/2"
3/4"
2 7/8"
6 3/4"
9 1/8"
4 3/4"
11 3/4"
5 3/4"