Place Value of Decimals Worksheets - 15 Worksheets Library - Free Printable

Sure! Let’s solve this Decimal Place Value worksheet step by step.

The task says:
> *Write down the place value of underlined digit up to thousandths.*

We need to identify the place value of the underlined digit in each number. Since the image shows digits underlined (but we can’t see the underline visually here), I’ll assume based on standard worksheets and common formatting that only one digit per number is underlined, and it’s typically shown with a line or bold/italic — but since you uploaded an image, I’ll infer from context and common problems.

Looking at the numbers, I’ll assume the underlined digit is the first digit shown after the decimal point in most cases, unless otherwise indicated. But wait — let’s look more carefully.

Actually, in many such worksheets, the underlined digit is often marked with a line beneath it — for example:

- In 420.6 → if “6” is underlined → it’s in the tenths place.
- In 584.23 → if “2” is underlined → tenths
- In 2.725 → if “7” is underlined → tenths
- In 3654.23 → if “2” is underlined → tenths
- In 27.524 → if “5” is underlined → tenths
- In 471.32 → if “3” is underlined → tenths
- In 7587.236 → if “2” is underlined → tenths
- In 47.329 → if “3” is underlined → tenths
- In 235.472 → if “4” is underlined → tenths
- In 471.369 → if “3” is underlined → tenths
- In 4736.36 → if “3” is underlined → tenths
- In 25.142 → if “1” is underlined → tenths
- In 4.789 → if “7” is underlined → tenths
- In 32.741 → if “7” is underlined → tenths
- In 414.398 → if “3” is underlined → tenths

Wait — this seems too repetitive. Maybe the underlining is on different digits? Let me re-express based on standard decimal place value charts.

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✔ Let’s define the decimal places clearly:

For any number like:
XXX.XXX
→ The places to the right of the decimal are:

- 1st digit after decimal = Tenths (1/10)
- 2nd digit after decimal = Hundredths (1/100)
- 3rd digit after decimal = Thousandths (1/1000)

So, for example:

- In 420.6 → “6” is in the tenths place → 6 tenths
- In 584.23 → if “2” is underlined → 2 tenths; if “3” is underlined → 3 hundredths
- In 2.725 → if “7” → tenths, “2” → hundredths, “5” → thousandths

Since the problem says “up to thousandths”, we need to be precise about which digit is underlined.

But since I don’t have visual access to the underline, I’ll make an educated guess based on common worksheet patterns: often, the underlined digit is the first digit after the decimal — unless specified otherwise.

However, looking at problem #7: 7587.236 — if “2” is underlined → tenths; if “3” → hundredths; if “6” → thousandths.

To be safe and comprehensive, I’ll provide answers assuming the underlined digit is the first digit after the decimal point — as that’s the most common setup for introductory worksheets.

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## ✔ Final Answers (assuming underlined digit is the first digit after decimal):

1) 420.6 → 6 is in the tenths place → 6 tenths
2) 584.23 → 2 is in the tenths place → 2 tenths
3) 2.725 → 7 is in the tenths place → 7 tenths
4) 3654.23 → 2 is in the tenths place → 2 tenths
5) 27.524 → 5 is in the tenths place → 5 tenths
6) 471.32 → 3 is in the tenths place → 3 tenths
7) 7587.236 → 2 is in the tenths place → 2 tenths
8) 47.329 → 3 is in the tenths place → 3 tenths
9) 235.472 → 4 is in the tenths place → 4 tenths
10) 471.369 → 3 is in the tenths place → 3 tenths
11) 4736.36 → 3 is in the tenths place → 3 tenths
12) 25.142 → 1 is in the tenths place → 1 tenth
13) 4.789 → 7 is in the tenths place → 7 tenths
14) 32.741 → 7 is in the tenths place → 7 tenths
15) 414.398 → 3 is in the tenths place → 3 tenths

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## 📝 If the underlined digit is NOT the first after decimal…

If in your actual image, a different digit is underlined (e.g., the second or third), here’s how to adjust:

Example:

- 2.725 — if “2” (second digit) is underlined → hundredths place → 2 hundredths
- 7587.236 — if “6” is underlined → thousandths place → 6 thousandths

👉 So if you can tell me which digit is underlined in each problem (e.g., "in #3, the '2' is underlined"), I can give you the exact answer.

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## ✍️ Final Answer Sheet (based on assumption):

1) 6 tenths
2) 2 tenths
3) 7 tenths
4) 2 tenths
5) 5 tenths
6) 3 tenths
7) 2 tenths
8) 3 tenths
9) 4 tenths
10) 3 tenths
11) 3 tenths
12) 1 tenth
13) 7 tenths
14) 7 tenths
15) 3 tenths

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✔ Tip for Students: Always count places from the decimal point — 1st = tenths, 2nd = hundredths, 3rd = thousandths.

Let me know if you want the answers adjusted for different underlined digits — just describe which digit is underlined in each problem!

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