Question

name:
date:
break it down
decompose the numbers into the place values. then write the value of the underlined digit.
19,040
ten thousands | thousands | hundreds | tens | ones
37,295
ten thousands | thousands | hundreds | tens | ones
56,814
ten thousands | thousands | hundreds | tens | ones
95,408
ten thousands | thousands | hundreds | tens | ones
24,689
ten thousands | thousands | hundreds | tens | ones
31,273
ten thousands | thousands | hundreds | tens | ones
83,526
ten thousands | thousands | hundreds | tens | ones
70,438
ten thousands | thousands | hundreds | tens | ones
49,117
ten thousands | thousands | hundreds | tens | ones
62,701
ten thousands | thousands | hundreds | tens | ones

Answer:

Let's take the first number \( 19,040 \) with the underlined digit \( 1 \) (in the ten - thousands place) as an example to show the step - by - step process. We will also handle other numbers in a similar way.

For \( 19,040 \)

Step 1: Identify place values

The number \( 19,040 \) can be decomposed into place values as follows:

• Ten - thousands place: The digit is \( 1 \), and its value is \( 1\times10,000 = 10,000\)
• Thousands place: The digit is \( 9 \), and its value is \( 9\times1,000=9,000\)
• Hundreds place: The digit is \( 0 \), and its value is \( 0\times100 = 0\)
• Tens place: The digit is \( 4 \), and its value is \( 4\times10 = 40\)
• Ones place: The digit is \( 0 \), and its value is \( 0\times1=0\)

The underlined digit (let's assume the underlined digit is \( 1 \) in \( \underline{1}9,040 \)) is in the ten - thousands place. So its value is \( 1\times10,000=10,000\)

For \( 37,295 \)

Step 1: Decompose by place value

• Ten - thousands place: \( 3\times10,000 = 30,000\)
• Thousands place: \( 7\times1,000=7,000\)
• Hundreds place: \( 2\times100 = 200\)
• Tens place: The underlined digit (assuming the underlined digit is \( 9 \) in \( 37,2\underline{9}5 \)) is \( 9 \), and its value is \( 9\times10 = 90\)
• Ones place: \( 5\times1=5\)

For \( 56,814 \)

Step 1: Decompose by place value

• Ten - thousands place: The underlined digit (assuming the underlined digit is \( 5 \) in \( \underline{5}6,814 \)) is \( 5 \), and its value is \( 5\times10,000=50,000\)
• Thousands place: \( 6\times1,000 = 6,000\)
• Hundreds place: \( 8\times100=800\)
• Tens place: \( 1\times10 = 10\)
• Ones place: \( 4\times1=4\)

For \( 95,408 \)

Step 1: Decompose by place value

• Ten - thousands place: \( 9\times10,000=90,000\)
• Thousands place: \( 5\times1,000 = 5,000\)
• Hundreds place: The underlined digit (assuming the underlined digit is \( 4 \) in \( 95,\underline{4}08 \)) is \( 4 \), and its value is \( 4\times100 = 400\)
• Tens place: \( 0\times10 = 0\)
• Ones place: \( 8\times1=8\)

For \( 24,689 \)

Step 1: Decompose by place value

• Ten - thousands place: \( 2\times10,000 = 20,000\)
• Thousands place: \( 4\times1,000=4,000\)
• Hundreds place: \( 6\times100 = 600\)
• Tens place: \( 8\times10 = 80\)
• Ones place: The underlined digit (assuming the underlined digit is \( 9 \) in \( 24,68\underline{9} \)) is \( 9 \), and its value is \( 9\times1=9\)

For \( 31,273 \)

Step 1: Decompose by place value

• Ten - thousands place: \( 3\times10,000 = 30,000\)
• Thousands place: \( 1\times1,000=1,000\)
• Hundreds place: The underlined digit (assuming the underlined digit is \( 2 \) in \( 31,\underline{2}73 \)) is \( 2 \), and its value is \( 2\times100 = 200\)
• Tens place: \( 7\times10 = 70\)
• Ones place: \( 3\times1=3\)

For \( 83,526 \)

Step 1: Decompose by place value

• Ten - thousands place: The underlined digit (assuming the underlined digit is \( 8 \) in \( \underline{8}3,526 \)) is \( 8 \), and its value is \( 8\times10,000=80,000\)
• Thousands place: \( 3\times1,000 = 3,000\)
• Hundreds place: \( 5\times100=500\)
• Tens place: \( 2\times10 = 20\)
• Ones place: \( 6\times1=6\)

For \( 70,438 \)

Step 1: Decompose by place value

• Ten - thousands place: \( 7\times10,000 = 70,000\)
• Thousands place: \( 0\times1,000=0\)
• Hundreds place: \( 4\times100 = 400\)
• Tens place: The underlined digit (assuming the underlined digit is \( 3 \) in \( 70,4\underline{3}8 \)) is \( 3 \), and its value is \( 3\times10 = 30\)
• Ones place: \( 8\times1=8\)

For \( 49,117 \)

Step 1: Decompose by place value

• Ten - thousands place: \( 4\times10,000 = 40,000\)
• Thousands place: The underlined digit (assuming the underlined digit is \( 9 \) in \( 4\underline{9},117 \)) is \( 9 \), and its value is \( 9\times1,000=9,000\)
• Hundreds place: \( 1\times100 = 100\)
• Tens place: \( 1\times10 = 10\)
• Ones place: \( 7\times1=7\)

For \( 62,701 \)

Step 1: Decompose by place value

• Ten - thousands place: The underlined digit (assuming the underlined digit is \( 6 \) in \( \underline{6}2,701 \)) is \( 6 \), and its value is \( 6\times10,000=60,000\)
• Thousands place: \( 2\times1,000 = 2,000\)
• Hundreds place: \( 7\times100=700\)
• Tens place: \( 0\times10 = 0\)
• Ones place: \( 1\times1=1\)

Final Answers (taking the underlined digits as per the assumed positions)

• For \( 19,040 \) (underlined \( 1 \)): \( 10,000 \)
• For \( 37,295 \) (underlined \( 9 \)): \( 90 \)
• For \( 56,814 \) (underlined \( 5 \)): \( 50,000 \)
• For \( 95,408 \) (underlined \( 4 \)): \( 400 \)
• For \( 24,689 \) (underlined \( 9 \)): \( 9 \)
• For \( 31,273 \) (underlined \( 2 \)): \( 200 \)
• For \( 83,526 \) (underlined \( 8 \)): \( 80,000 \)
• For \( 70,438 \) (underlined \( 3 \)): \( 30 \)
• For \( 49,117 \) (underlined \( 9 \)): \( 9,000 \)
• For \( 62,701 \) (underlined \( 6 \)): \( 60,000 \)