Identifying Place Value to Millions worksheet - Free Printable

Problem Explanation and Solution

The worksheet focuses on identifying place values in numbers. Place value is the value of a digit based on its position in a number. The worksheet is divided into three main sections:

1. Finding the value of the underlined digit.
2. Identifying the period of the underlined digit.
3. Determining which digit is in a given place value.

Let's solve each section step by step.

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Section 1: Finding the value of the underlined digit

#### Problem 1: \( 65 \underline{3}17 \)
- The underlined digit is 3.
- Its place value is the hundreds place.
- The value of the digit is \( 3 \times 100 = 300 \).

Answer: \( 300 \)

#### Problem 2: \( 30 \underline{3}48 \, 630 \)
- The underlined digit is 3.
- Its place value is the thousands place.
- The value of the digit is \( 3 \times 1000 = 3000 \).

Answer: \( 3000 \)

#### Problem 3: \( \underline{8} \, 275 \)
- The underlined digit is 8.
- Its place value is the thousands place.
- The value of the digit is \( 8 \times 1000 = 8000 \).

Answer: \( 8000 \)

#### Problem 4: \( \underline{5} \, 438 \, 632 \)
- The underlined digit is 5.
- Its place value is the millions place.
- The value of the digit is \( 5 \times 1000000 = 5000000 \).

Answer: \( 5000000 \)

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Section 2: Identifying the period of the underlined digit

#### Problem 5: \( 2 \, 7\underline{3}5 \, 234 \)
- The underlined digit is 3.
- Its place value is the hundreds place.
- The hundreds place is part of the thousands period.

Answer: Thousands Period

#### Problem 6: \( 193 \, 46\underline{4} \)
- The underlined digit is 4.
- Its place value is the ones place.
- The ones place is part of the units period.

Answer: Units Period

#### Problem 7: \( \underline{7}38 \)
- The underlined digit is 7.
- Its place value is the hundreds place.
- The hundreds place is part of the units period.

Answer: Units Period

#### Problem 8: \( \underline{4}3 \, 723 \, 643 \)
- The underlined digit is 4.
- Its place value is the ten millions place.
- The ten millions place is part of the millions period.

Answer: Millions Period

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Section 3: Determining which digit is in the given place value

#### Problem 9: In the number \( 65 \, 637 \), which digit is in the ten thousands place?
- The number is \( 65 \, 637 \).
- Breaking it down: \( 6 \) is in the ten thousands place, \( 5 \) is in the thousands place, etc.
- The digit in the ten thousands place is 6.

Answer: 6

#### Problem 10: In the number \( 43 \, 863 \, 534 \), which digit is in the millions place?
- The number is \( 43 \, 863 \, 534 \).
- Breaking it down: \( 4 \) is in the ten millions place, \( 3 \) is in the millions place, etc.
- The digit in the millions place is 3.

Answer: 3

#### Problem 11: In the number \( 32 \), which digit is in the tens place?
- The number is \( 32 \).
- Breaking it down: \( 3 \) is in the tens place, \( 2 \) is in the ones place.
- The digit in the tens place is 3.

Answer: 3

#### Problem 12: In the number \( 795 \, 321 \), which digit is in the hundred thousands place?
- The number is \( 795 \, 321 \).
- Breaking it down: \( 7 \) is in the hundred thousands place, \( 9 \) is in the ten thousands place, etc.
- The digit in the hundred thousands place is 7.

Answer: 7

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Final Answers

1. \( 300 \)
2. \( 3000 \)
3. \( 8000 \)
4. \( 5000000 \)
5. Thousands Period
6. Units Period
7. Units Period
8. Millions Period
9. 6
10. 3
11. 3
12. 7

\boxed{
\begin{array}{l}
1. 300 \\
2. 3000 \\
3. 8000 \\
4. 5000000 \\
5. \text{Thousands Period} \\
6. \text{Units Period} \\
7. \text{Units Period} \\
8. \text{Millions Period} \\
9. 6 \\
10. 3 \\
11. 3 \\
12. 7 \\
\end{array}
}