Let's solve the rounding decimals worksheet step by step.
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Instructions:
Round each decimal to the underlined place value.
We’ll go through each problem and identify the underlined digit (though it's not visible in text, we can infer based on typical problems like this). Since the image isn't showing the underlines, I will assume standard patterns where the underlined digit is likely the one being asked to round to — usually a specific decimal place like tenths, hundredths, or whole number.
But since the underlines are missing in your description, let’s
assume the underlined digits are as follows (based on common rounding practice):
1) 69.83 → underline on
8 (tenths)
2) 9.5279 → underline on
2 (hundredths)
3) 1.2767 → underline on
7 (hundredths)
4) 30.46 → underline on
4 (tenths)
5) 5.52 → underline on
5 (tenths)
6) 23.1451 → underline on
4 (hundredths)
7) 34.6 → underline on
6 (tenths)
8) 6.437 → underline on
3 (hundredths)
Now, let’s round each one accordingly.
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1) 69.83 → Round to the tenths place (underlined 8)
- Look at the digit to the right of 8 →
3
- Since 3 < 5, we
do not round up
- So, 69.83 →
69.8
✔ Answer: 69.8
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2) 9.5279 → Round to the hundredths place (underlined 2)
- The digit to the right of 2 is
7
- 7 ≥ 5 → round up the 2 to 3
- So, 9.5279 →
9.53
✔ Answer: 9.53
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3) 1.2767 → Round to the hundredths place (underlined 7)
- Digit to the right of 7 is
6
- 6 ≥ 5 → round up the 7 to 8
- But 7 + 1 = 8 → so 1.2767 →
1.28
✔ Answer: 1.28
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4) 30.46 → Round to the tenths place (underlined 4)
- Digit to the right is
6
- 6 ≥ 5 → round up the 4 to 5
- So, 30.46 →
30.5
✔ Answer: 30.5
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5) 5.52 → Round to the tenths place (underlined 5)
- Digit to the right is
2
- 2 < 5 → do not round up
- So, 5.52 →
5.5
✔ Answer: 5.5
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6) 23.1451 → Round to the hundredths place (underlined 4)
- Digit to the right is
5
- 5 ≥ 5 → round up the 4 to 5
- So, 23.1451 →
23.15
✔ Answer: 23.15
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7) 34.6 → Round to the tenths place (underlined 6)
- There is no digit after 6 → already at tenths
- So, 34.6 →
34.6
✔ Answer: 34.6
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8) 6.437 → Round to the hundredths place (underlined 3)
- Digit to the right is
7
- 7 ≥ 5 → round up the 3 to 4
- So, 6.437 →
6.44
✔ Answer: 6.44
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✔ Final Answers:
1)
69.8
2)
9.53
3)
1.28
4)
30.5
5)
5.5
6)
23.15
7)
34.6
8)
6.44
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🌟 Summary:
When rounding decimals:
- Identify the
place value you're rounding to.
- Look at the digit
immediately to the right.
- If it's
5 or greater, round up; if
less than 5, keep the same.
- Drop all digits to the right.
Let me know if the underlined digits were different — I can adjust accordingly!
Parent Tip: Review the logic above to help your child master the concept of 5th grade rounding numbers worksheet.