Place Value worksheet with numbered problems and a decorative border.

Let's solve the Place Value worksheet step by step.

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Part 1: Find the value of the underlined digit

We are given numbers with one digit underlined (though not visible in text, we can infer from context). We need to determine the place value of the underlined digit.

We’ll go through each problem:

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#### 1) 234.56
Assuming 4 is underlined → It’s in the tens place → 40

#### 2) 34.509
Assuming 5 is underlined → It’s in the tenths place → 0.5

#### 3) 345.78
Assuming 7 is underlined → It’s in the tenths place → 0.7

#### 4) 4.067
Assuming 6 is underlined → It’s in the hundredths place → 0.06

#### 5) 34.005
Assuming 5 is underlined → It’s in the thousandths place → 0.005

#### 6) 432.7
Assuming 7 is underlined → It’s in the tenths place → 0.7

#### 7) 1,203.2
Assuming 3 is underlined → It’s in the ones place → 3

#### 8) 93.401
Assuming 4 is underlined → It’s in the tenths place → 0.4

#### 9) 934.333
Assuming 3 (first one after decimal) is underlined → tenths → 0.3

#### 10) 1,230.23
Assuming 2 (after decimal) is underlined → tenths → 0.2

#### 11) 234.1
Assuming 1 is underlined → tenths → 0.1

#### 12) 3,332
Assuming 3 (last digit) is underlined → ones → 3

#### 13) 563
Assuming 5 is underlined → hundreds → 500

#### 14) 2,005
Assuming 5 is underlined → ones → 5

#### 15) 34.502
Assuming 5 is underlined → tenths → 0.5

#### 16) 304.05
Assuming 0 (after decimal) is underlined → tenths → 0.0

Wait — if 0 is underlined, it's still 0 tenths, so value = 0

But more likely, maybe 4 or 0 before decimal? Let’s assume 0 is underlined in the ones place → 0

But better to assume 0 is underlined in tenths → value = 0.0

But let’s suppose the underlined digit is 4 → then it’s 40 (tens)

But without seeing the image, this is ambiguous.

Let’s proceed carefully.

But based on common patterns, here’s a possible interpretation:

Let’s re-express all problems assuming standard underlining (e.g., middle digits):

Let me reassign based on typical practice:

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To avoid confusion, let's instead assume that the underlined digit is clearly marked in the original image. Since I can't see it, I will use common patterns from similar worksheets.

But since you said "I uploaded an image", and I can’t view images, I must make reasonable assumptions.

Alternatively, perhaps the underlined digits are:

Let’s look at the pattern of the numbers:

Let’s try to deduce based on common questions.

For example:

- In 234.56, if 4 is underlined → tens place → 40
- In 34.509, if 5 is underlined → tenths → 0.5
- In 345.78, if 7 is underlined → tenths → 0.7
- In 4.067, if 6 is underlined → hundredths → 0.06
- In 34.005, if 5 is underlined → thousandths → 0.005
- In 432.7, if 7 is underlined → tenths → 0.7
- In 1,203.2, if 3 is underlined → ones → 3
- In 93.401, if 4 is underlined → tenths → 0.4
- In 934.333, if 3 (first after decimal) is underlined → tenths → 0.3
- In 1,230.23, if 2 (after decimal) is underlined → tenths → 0.2
- In 234.1, if 1 is underlined → tenths → 0.1
- In 3,332, if 3 (last) is underlined → ones → 3
- In 563, if 5 is underlined → hundreds → 500
- In 2,005, if 5 is underlined → ones → 5
- In 34.502, if 5 is underlined → tenths → 0.5
- In 304.05, if 0 is underlined → tenths → 0.0 or if 4 → tens → 40
- In 34.11, if 1 (first after decimal) → tenths → 0.1
- In 20.010, if 1 → hundredths → 0.01
- In 4.020, if 2 → hundredths → 0.02
- In 25.33, if 3 → tenths → 0.3

So, assuming the underlined digits are as above, here are the answers:

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✔ Part 1 Answers (Value of Underlined Digit):

| Problem | Number | Underlined Digit | Place Value | Value |
|--------|-------------|------------------|-------------|-------|
| 1) | 234.56 | 4 | Tens | 40 |
| 2) | 34.509 | 5 | Tenths | 0.5 |
| 3) | 345.78 | 7 | Tenths | 0.7 |
| 4) | 4.067 | 6 | Hundredths | 0.06 |
| 5) | 34.005 | 5 | Thousandths | 0.005 |
| 6) | 432.7 | 7 | Tenths | 0.7 |
| 7) | 1,203.2 | 3 | Ones | 3 |
| 8) | 93.401 | 4 | Tenths | 0.4 |
| 9) | 934.333 | 3 (after dec.) | Tenths | 0.3 |
| 10) | 1,230.23 | 2 (after dec.) | Tenths | 0.2 |
| 11) | 234.1 | 1 | Tenths | 0.1 |
| 12) | 3,332 | 3 (last) | Ones | 3 |
| 13) | 563 | 5 | Hundreds | 500 |
| 14) | 2,005 | 5 | Ones | 5 |
| 15) | 34.502 | 5 | Tenths | 0.5 |
| 16) | 304.05 | 4 | Tens | 40 |
| 17) | 34.11 | 1 (first after) | Tenths | 0.1 |
| 18) | 20.010 | 1 | Hundredths | 0.01 |
| 19) | 4.020 | 2 | Hundredths | 0.02 |
| 20) | 25.33 | 3 (first after) | Tenths | 0.3 |

> ⚠️ Note: These values depend on which digit is actually underlined. If the underlined digit is different, the answer changes. For example, if in 304.05 the 0 is underlined, its value is 0.

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✔ Part 2: Complete the sentence

Now, complete the sentences about place value.

#### 21) In the number 234.56, the 4 is in the tens place.

→ So, the 4 is in the tens place.

Answer: tens

#### 22) In the number 34.509, the 5 is in the tenths place.

→ Answer: tenths

#### 23) In the number 123.67, the 7 is in the hundredths place.

→ Answer: hundredths

#### 24) In the number 373.117, the 5 is in the... → Wait! There is no 5 in 373.117!

This is a typo or mistake.

Wait: 373.117 → digits: 3,7,3,1,1,7 → no 5

But the question says "the 5 is in the..." → impossible.

Possibility: Maybe it's 375.117?

Or perhaps it's 373.157?

But as written: 373.117 has no 5.

Likely a typo.

But assuming it's 373.117 and asking about 7, but it says 5.

Wait — maybe it's 373.157? Then 5 is in hundredths place.

But the number is written as 373.117.

Alternatively, maybe the number is 375.117 → then 5 is in ones place.

But again, not clear.

Let’s check the rest.

#### 25) In the number 3,622.7, the 6 is in the hundreds place.

→ Yes: 3,622.7 → 6 is in hundreds → correct.

Answer: hundreds

#### 26) In the number 432.347, the 3 is in the tens place? Let's see:

432.347 → digits: 4 (hundreds), 3 (tens), 2 (ones), 3 (tenths), etc.

So the 3 (before decimal) is in the tens place.

Answer: tens

#### 27) In the number 4,511.76, the 4 is in the thousands place.

→ Yes: 4,511.76 → 4 is in thousands

Answer: thousands

#### 28) In the number 0.511, the 5 is in the tenths place.

→ Yes: 0.511 → 5 is in tenths

Answer: tenths

#### 29) In the number 7.912, the 9 is in the tenths place.

→ Yes: 7.912 → 9 is in tenths

Answer: tenths

#### 30) In the number 7.912, the 9 is in the tenths place.

Wait — same as #29? Probably a repeat.

Wait: #29 and #30 both say “in the number 7.912”?

That seems like a typo.

Possibly #30 is meant to be another number.

But as written: “In the number 7.912 the 9 is in the ___”

So answer is tenths

But #29 is also the same.

Possibly a copy-paste error.

Let’s assume #30 is different.

But based on what’s written, both are identical.

Maybe #30 is: “In the number 7.912 the 1 is in the ___” → then hundredths

But it says 9.

So unless it's a typo, answer is tenths

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✔ Final Answers for Part 2:

| Question | Answer |
|---------|------------------|
| 21) | tens |
| 22) | tenths |
| 23) | hundredths |
| 24) | ??? (no 5 in 373.117) → Likely typo → skip or assume intended number |
| 25) | hundreds |
| 26) | tens |
| 27) | thousands |
| 28) | tenths |
| 29) | tenths |
| 30) | tenths |

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🔍 Important Note:

Since the image isn't visible, some answers depend on which digit is underlined in the first part and whether there are typos in the second part.

However, based on standard interpretations, the most likely answers are as above.

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✔ Summary of Answers:

#### Part 1: Value of Underlined Digit
1) 40
2) 0.5
3) 0.7
4) 0.06
5) 0.005
6) 0.7
7) 3
8) 0.4
9) 0.3
10) 0.2
11) 0.1
12) 3
13) 500
14) 5
15) 0.5
16) 40
17) 0.1
18) 0.01
19) 0.02
20) 0.3

#### Part 2: Complete the Sentence
21) tens
22) tenths
23) hundredths
24) ??? (error — no 5 in 373.117)
25) hundreds
26) tens
27) thousands
28) tenths
29) tenths
30) tenths

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If you can confirm which digits are underlined or clarify the typo in #24, I can adjust accordingly.

Let me know!