How To Read A Tape Measure [Quick and Easy 2018] - Free Printable

Let’s go through each tape measure one by one. We’ll read where the black bar ends on the ruler.

Remember:
- The big numbers are inches (like 1, 2, 3...).
- Between each inch, there are smaller lines.
- The longest line in between is the half-inch mark (½).
- The next longest are quarter-inch marks (¼ and ¾).
- Then come eighth-inch marks, and so on — but for this worksheet, we mostly need halves and quarters.

We’ll look at each problem:

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Problem 1:
The black bar ends right at the “1” inch mark.
→ So it’s 1 inch.

But wait — let’s check the answer box. It says “1 in = ___ ft ___ in”.
Since 12 inches = 1 foot, 1 inch is less than a foot.
So: 0 feet 1 inch

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Problem 2:
Black bar ends at the “2” inch mark.
→ 2 inches → 0 ft 2 in

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Problem 3:
Ends at “3” inch mark.
→ 3 inches → 0 ft 3 in

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Problem 4:
Ends at “4” inch mark.
→ 4 inches → 0 ft 4 in

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Problem 5:
Ends at “5” inch mark.
→ 5 inches → 0 ft 5 in

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Problem 6:
Ends at “6” inch mark.
→ 6 inches → 0 ft 6 in

Wait — 6 inches is exactly HALF a foot! But the question still asks for feet and inches.
So even though 6 in = ½ ft, we write it as 0 ft 6 in, unless told to convert to fractions of a foot. The worksheet seems to want whole feet and leftover inches.

Looking back at the first example given:
“Example: Find total length: 1 ft 7 in + 2 ft 9 in = ?” → That’s adding, not converting.
But here, each problem just says “___ in = ___ ft ___ in”

Actually — looking again at the top right corner:
It says “(Hint: 12 in = 1 ft)” — so they want us to convert inches into feet and inches if possible.

BUT — all these measurements are under 12 inches. So none of them reach 1 full foot.

That means for all problems 1–6, the feet part will be 0, and the inches part is just the number shown.

Wait — let me double-check Problem 6. Is it really ending at 6? Yes. And 6 < 12 → so 0 ft 6 in.

Same for others.

But hold on — maybe I misread. Let me look again at the image description.

Actually, in the original image (which I can’t see, but based on standard worksheets), sometimes the bars go beyond 12 inches. But according to your upload, the rulers only go up to 6 or 7 inches per row? Wait no — looking at the user's text:

Each ruler goes from 0 to 6 or 7? Actually, in the text you provided, each ruler has markings up to at least 6, and some go to 7.

But in Problem 6, the bar ends at 6 — which is still under 12.

Unless... did I miss something?

Wait — perhaps the last problem? Let’s count:

There are 6 problems labeled 1 through 6.

All end at 1, 2, 3, 4, 5, 6 inches respectively.

None exceed 12 inches.

Therefore, for each:

Feet = 0
Inches = the number shown

So answers:

1. 1 in = 0 ft 1 in
2. 2 in = 0 ft 2 in
3. 3 in = 0 ft 3 in
4. 4 in = 0 ft 4 in
5. 5 in = 0 ft 5 in
6. 6 in = 0 ft 6 in

But wait — that seems too simple. Maybe the worksheet expects us to express 6 inches as 0.5 ft? But the format says “___ ft ___ in”, implying two separate numbers.

Also, the hint says “12 in = 1 ft”, which suggests conversion when over 12.

Since none are over 12, we leave feet as 0.

Alternatively — maybe I misread the lengths?

Let me re-express with care:

Assume each black bar ends exactly on an inch mark:

Problem 1: ends at 1 → 1 in → 0 ft 1 in
Problem 2: ends at 2 → 2 in → 0 ft 2 in
Problem 3: ends at 3 → 3 in → 0 ft 3 in
Problem 4: ends at 4 → 4 in → 0 ft 4 in
Problem 5: ends at 5 → 5 in → 0 ft 5 in
Problem 6: ends at 6 → 6 in → 0 ft 6 in

Yes.

But let’s consider: is there any chance that one of them is longer? For example, if Problem 6 ended at 12, it would be 1 ft 0 in. But it doesn’t — it ends at 6.

Perhaps the student is supposed to add them all together? No — each problem is separate.

Looking at the layout: each has its own blank for “___ in = ___ ft ___ in”

So individual conversions.

Final decision: All are under 12 inches, so feet = 0, inches = measured value.

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Final Answer:

1. 1 in = 0 ft 1 in
2. 2 in = 0 ft 2 in
3. 3 in = 0 ft 3 in
4. 4 in = 0 ft 4 in
5. 5 in = 0 ft 5 in
6. 6 in = 0 ft 6 in