Place value worksheet for practicing identifying digits in ones, tens, and hundreds places.

Let's solve each part of the "Place Value" worksheet step by step.

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1. What is in the ones place in each number?

We are asked to identify the digit in the ones place (the rightmost digit) for each number.

| Number | Ones Place |
|--------|------------|
| 24 | 4 |
| 651 | 1 |
| 87 | 7 |
| 119 | 9 |
| 365 | 5 |
| 68 | 8 |
| 13 | 3 |
| 842 | 2 |

✔ Answers:
4, 1, 7, 9, 5, 8, 3, 2

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2. What is in the tens place in each number?

Now identify the digit in the tens place (second from the right).

| Number | Tens Place |
|--------|------------|
| 30 | 3 |
| 594 | 9 |
| 10 | 1 |
| 309 | 0 |
| 127 | 2 |
| 31 | 3 |
| 18 | 1 |
| 152 | 5 |

✔ Answers:
3, 9, 1, 0, 2, 3, 1, 5

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3. What is in the hundreds place in each number?

Identify the digit in the hundreds place (third from the right).

| Number | Hundreds Place |
|--------|----------------|
| 124 | 1 |
| 927 | 9 |
| 436 | 4 |
| 582 | 5 |

✔ Answers:
1, 9, 4, 5

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4. Circle the number that has a 7 in the tens place.

Look for numbers where the tens digit is 7.

Check each:
- 451 → tens digit = 5 ✘
- 794 → tens digit = 9 ✘
- 810 → tens digit = 1 ✘

Wait — none of these have a 7 in the tens place?

Let’s double-check:

- 451 → 4 (hundreds), 5 (tens), 1 (ones) → tens = 5 ✘
- 794 → 7 (hundreds), 9 (tens), 4 (ones) → tens = 9 ✘
- 810 → 8 (hundreds), 1 (tens), 0 (ones) → tens = 1 ✘

✘ None of them have a 7 in the tens place.

But wait — maybe we missed something?

Wait: Is there a typo? Or perhaps we're supposed to interpret it differently?

Let’s check again: Is any number listed with a 7 in the tens place?

No. So unless there's a mistake in the question or list, no number here has a 7 in the tens place.

But let's assume the question is correct and we must choose one.

Wait — perhaps the numbers are:

- 451 → 4 5 1 → tens = 5
- 794 → 7 9 4 → tens = 9
- 810 → 8 1 0 → tens = 1

Still no 7 in tens place.

So none of these have a 7 in the tens place.

But maybe I misread — could it be "has a 7 in the hundreds place"? That would make more sense.

Wait — but the instruction says: "Circle the number that has a 7 in the tens place."

So unless the number is like 770, 723, etc., we don’t have it.

Let’s look at the next set.

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5. Circle the number that has a 3 in the ones place.

Find a number ending in 3.

Numbers:
- 134 → ends in 4 ✘
- 693 → ends in 3 ✔
- 308 → ends in 8 ✘

✔ So 693 has a 3 in the ones place.

➡️ Circle: 693

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6. Circle the number that has a 1 in the hundreds place.

Find a number where the hundreds digit is 1.

Numbers:
- 106 → 1 (hundreds), 0 (tens), 6 (ones) → ✔
- 610 → 6 (hundreds) ✘
- 421 → 4 (hundreds) ✘

✔ Only 106 has a 1 in the hundreds place.

➡️ Circle: 106

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Summary of Answers:

#### 1. Ones place:
- 24 → 4
- 651 → 1
- 87 → 7
- 119 → 9
- 365 → 5
- 68 → 8
- 13 → 3
- 842 → 2

#### 2. Tens place:
- 30 → 3
- 594 → 9
- 10 → 1
- 309 → 0
- 127 → 2
- 31 → 3
- 18 → 1
- 152 → 5

#### 3. Hundreds place:
- 124 → 1
- 927 → 9
- 436 → 4
- 582 → 5

#### 4. Circle number with 7 in tens place:
→ None of the numbers (451, 794, 810) have a 7 in the tens place.

But wait — 794 has 9 in the tens place, 7 in the hundreds.

So perhaps this is a trick question? Or maybe there's a typo?

Alternatively, maybe the intention was to find a number where 7 is in the tens place, but none exist.

So unless the list includes something like 573, 271, etc., there is no such number.

But since this is a worksheet, likely there's an error — or perhaps I'm missing a number.

Wait — did I misread the numbers?

Let me recheck:

> Circle the number that has a 7 in the tens place.
> 451
> 794
> 810

Tens digits:
- 451 → 5
- 794 → 9
- 810 → 1

No 7.

So no number satisfies this.

But perhaps the intended answer is 794, thinking that “7” is in the tens place — but it’s not. It’s in the hundreds.

So unless there's a typo in the problem, there is no correct answer.

But maybe the question meant "has a 7 in the hundreds place"? Then 794 would be correct.

But as written: "tens place", so it's incorrect.

So either:
- The question has a typo, or
- We should leave it blank.

But since this is a student worksheet, likely the intended answer is 794, even though it's wrong.

Wait — let’s see if any number has a 7 in the tens place?

Let’s consider: 451 → 5, 794 → 9, 810 → 1 → no.

So no number meets the criteria.

Therefore, none should be circled.

But perhaps the list is different?

Wait — maybe I missed a number earlier?

Looking back at the image text:

> Circle the number that has a 7 in the tens place.
> 451
> 794
> 810

Yes — same.

So no number has a 7 in the tens place.

Possibility: Typo — maybe it should be "has a 7 in the hundreds place"? Then 794 is correct.

Or maybe "has a 7 in the ones place"? But 451 → 1, 794 → 4, 810 → 0 — no.

So only possibility is no number fits.

But let’s move on.

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Final Answers:

#### 1. Ones place:
- 24 → 4
- 651 → 1
- 87 → 7
- 119 → 9
- 365 → 5
- 68 → 8
- 13 → 3
- 842 → 2

#### 2. Tens place:
- 30 → 3
- 594 → 9
- 10 → 1
- 309 → 0
- 127 → 2
- 31 → 3
- 18 → 1
- 152 → 5

#### 3. Hundreds place:
- 124 → 1
- 927 → 9
- 436 → 4
- 582 → 5

#### 4. Circle number with 7 in tens place:
→ None of the numbers (451, 794, 810) have a 7 in the tens place.
→ No answer (or possibly a typo)

#### 5. Circle number with 3 in ones place:
→ 693 ✔

#### 6. Circle number with 1 in hundreds place:
→ 106 ✔

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✔ Final Answer Key:

1. Ones place: 4, 1, 7, 9, 5, 8, 3, 2
2. Tens place: 3, 9, 1, 0, 2, 3, 1, 5
3. Hundreds place: 1, 9, 4, 5
4. Circle: None (no number has 7 in tens place)
5. Circle: 693
6. Circle: 106

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⚠️ Note: There might be a typo in question #4. If the intent was "has a 7 in the hundreds place", then 794 would be the correct choice. But as written, no number satisfies the condition.

Let me know if you'd like me to suggest a corrected version!