Let's solve the problem step by step.
The task is to
identify the place value of the
underlined digits in each number. We'll go through each number one by one, determine the position of the underlined digit, and state its place value.
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Place Value Chart Reminder:
From left to right (for whole numbers):
- Thousands, Hundreds, Tens, Ones
- Then decimal places: Tenths, Hundredths, Thousandths, etc.
So:
- 642.2 → The digits are:
6 (hundreds), 4 (tens), 2 (ones), . , 2 (tenths)
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Now let’s analyze each problem:
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1)
662.2
Underlined digit:
6 (first from the left)
This is in the
hundreds place.
✔ Answer: Hundreds
---
2)
638.61
Underlined digit:
6 (after the decimal point)
This is the
tenths place.
✔ Answer: Tenths
---
3)
3.4067
Underlined digit:
4
After the decimal: 4 is in the
tenths place.
✔ Answer: Tenths
---
4)
84.6557
Underlined digit:
6
After the decimal: 6 is in the
tenths place.
✔ Answer: Tenths
---
5)
752.385
Underlined digit:
3
After the decimal: 3 is in the
tenths place.
✔ Answer: Tenths
---
6)
467.21
Underlined digit:
2
After the decimal: 2 is in the
tenths place.
✔ Answer: Tenths
---
7)
106.063
Underlined digit:
6
It’s the second digit after the decimal:
- 0 = tenths
- 6 = hundredths
✔ Answer: Hundredths
---
8)
22.8312
Underlined digit:
8
After the decimal: 8 is in the
tenths place.
✔ Answer: Tenths
---
9)
6474.33
Underlined digit:
3 (last digit)
After the decimal: second 3 →
hundredths place
✔ Answer: Hundredths
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10)
644.216
Underlined digit:
2
After the decimal: first digit →
tenths place
✔ Answer: Tenths
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✔ Final Answers:
1)
Hundreds
2)
Tenths
3)
Tenths
4)
Tenths
5)
Tenths
6)
Tenths
7)
Hundredths
8)
Tenths
9)
Hundredths
10)
Tenths
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Let me know if you'd like this formatted as a completed worksheet!
Parent Tip: Review the logic above to help your child master the concept of place value worksheet value underlined digit.
