Let’s go through each problem step by step.
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Part 1: Write the value of the underlined digit
We need to find what place value the underlined digit is in, and write its actual value (like 500 or 0.07).
1)
2600000 — underlined digit is
6
→ It’s in the hundred thousands place → 6 × 100,000 =
600,000
2)
68.25 — underlined digit is
5
→ It’s in the hundredths place → 5 × 0.01 =
0.05
3)
7820000 — underlined digit is
8
→ It’s in the hundred thousands place → 8 × 100,000 =
800,000
4)
1.025 — underlined digit is
5
→ It’s in the thousandths place → 5 × 0.001 =
0.005
5)
1920000 — underlined digit is
9
→ It’s in the hundred thousands place → 9 × 100,000 =
900,000
6)
6.195 — underlined digit is
5
→ It’s in the thousandths place → 5 × 0.001 =
0.005
7)
1000300 — underlined digit is
3
→ It’s in the hundreds place → 3 × 100 =
300
8)
0.001 — underlined digit is
1
→ It’s in the thousandths place → 1 × 0.001 =
0.001
9)
27000000 — underlined digit is
7
→ It’s in the millions place → 7 × 1,000,000 =
7,000,000
10)
0.02 — underlined digit is
2
→ It’s in the hundredths place → 2 × 0.01 =
0.02
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Part 2: Write the following numbers in figures
We’re turning word names into digits.
11) “One unit and two hundredths”
→ One = 1, two hundredths = 0.02 →
1.02
12) “Two million, two hundreds and three units”
→ Two million = 2,000,000
→ Two hundreds = 200
→ Three units = 3
→ Total: 2,000,000 + 200 + 3 =
2,000,203
13) “Three tens, and five tenths”
→ Three tens = 30
→ Five tenths = 0.5
→ Total: 30 + 0.5 =
30.5
14) “Two hundred thousand”
→ That’s 200,000 →
200000
15) “Seven units and three tenths”
→ Seven = 7, three tenths = 0.3 →
7.3
16) “Twenty seven million”
→ 27 million =
27000000
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Final Answer:
1) 600000
2) 0.05
3) 800000
4) 0.005
5) 900000
6) 0.005
7) 300
8) 0.001
9) 7000000
10) 0.02
11) 1.02
12) 2000203
13) 30.5
14) 200000
15) 7.3
16) 27000000
Parent Tip: Review the logic above to help your child master the concept of place value worksheet 6th.
