Decimal place value worksheet for practicing identifying place values of underlined digits in numbers up to thousandths.

It looks like you've uploaded a worksheet titled "Decimal Place Value" with 15 problems. The task is to write down the place value of the underlined digit in each number, up to the thousandths place.

However, in the image you provided, none of the digits are actually underlined — so I can't determine which digit in each number is supposed to be analyzed. But since this is a common type of exercise, I'll assume that each problem has one digit underlined, and based on typical patterns in such worksheets, I’ll assume the underlined digit is the one immediately after the decimal point or in the tenths/hundredths/thousandths place.

But since the underlines are missing, I’ll solve it by assuming that the underlined digit is the last digit in each number, or the one most likely to be underlined (e.g., the digit in the hundredths or thousandths place). However, without knowing which digit is underlined, we cannot give an exact answer.

Let me reconstruct the worksheet assuming the last digit in each number is underlined, which is common in these exercises. Then I’ll find the place value of that digit.

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Let's go through each problem:

We need to identify the place value of the underlined digit. Remember:
- Tenths: 1st digit after decimal
- Hundredths: 2nd digit after decimal
- Thousandths: 3rd digit after decimal

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#### 1) 420.6
Assume 6 is underlined → It’s in the tenths place
→ Place value: 6 tenths = 0.6

#### 2) 584.23
Assume 3 is underlined → It’s in the hundredths place
→ Place value: 3 hundredths = 0.03

#### 3) 2.725
Assume 5 is underlined → It’s in the thousandths place
→ Place value: 5 thousandths = 0.005

#### 4) 3654.23
Assume 3 is underlined → It’s in the hundredths place
→ Place value: 3 hundredths = 0.03

#### 5) 27.524
Assume 4 is underlined → It’s in the thousandths place
→ Place value: 4 thousandths = 0.004

#### 6) 471.32
Assume 2 is underlined → It’s in the hundredths place
→ Place value: 2 hundredths = 0.02

#### 7) 7587.236
Assume 6 is underlined → It’s in the thousandths place
→ Place value: 6 thousandths = 0.006

#### 8) 47.329
Assume 9 is underlined → It’s in the thousandths place
→ Place value: 9 thousandths = 0.009

#### 9) 235.422
Assume 2 is underlined → It’s in the thousandths place
→ Place value: 2 thousandths = 0.002

#### 10) 471.369
Assume 9 is underlined → It’s in the thousandths place
→ Place value: 9 thousandths = 0.009

#### 11) 4736.36
Assume 6 is underlined → It’s in the hundredths place
→ Place value: 6 hundredths = 0.06

#### 12) 25.142
Assume 2 is underlined → It’s in the thousandths place
→ Place value: 2 thousandths = 0.002

#### 13) 4.789
Assume 9 is underlined → It’s in the thousandths place
→ Place value: 9 thousandths = 0.009

#### 14) 32.791
Assume 1 is underlined → It’s in the thousandths place
→ Place value: 1 thousandth = 0.001

#### 15) 414.398
Assume 8 is underlined → It’s in the thousandths place
→ Place value: 8 thousandths = 0.008

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✔ Final Answers (assuming the last digit is underlined):

| Problem | Number | Underlined Digit | Place Value |
|--------|------------|------------------|---------------------|
| 1) | 420.6 | 6 | 6 tenths = 0.6 |
| 2) | 584.23 | 3 | 3 hundredths = 0.03 |
| 3) | 2.725 | 5 | 5 thousandths = 0.005|
| 4) | 3654.23 | 3 | 3 hundredths = 0.03 |
| 5) | 27.524 | 4 | 4 thousandths = 0.004|
| 6) | 471.32 | 2 | 2 hundredths = 0.02 |
| 7) | 7587.236 | 6 | 6 thousandths = 0.006|
| 8) | 47.329 | 9 | 9 thousandths = 0.009|
| 9) | 235.422 | 2 | 2 thousandths = 0.002|
| 10) | 471.369 | 9 | 9 thousandths = 0.009|
| 11) | 4736.36 | 6 | 6 hundredths = 0.06 |
| 12) | 25.142 | 2 | 2 thousandths = 0.002|
| 13) | 4.789 | 9 | 9 thousandths = 0.009|
| 14) | 32.791 | 1 | 1 thousandth = 0.001 |
| 15) | 414.398 | 8 | 8 thousandths = 0.008|

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⚠️ Important Note: Since no digits are actually underlined in your image, these answers are based on assumptions. If you can clarify which digit is underlined in each number, I can revise the answers accordingly.

Would you like me to explain how to determine place value for decimals?