Compare and order these numbers using the given methods. Use signs (<, >, =) for comparison and arrange in ascending order.

Here are the solutions to the comparison and ordering problems: Part A: Compare each pair of numbers using signs (<, >, or =) Step 1: Compare the number of digits. If they are different, the number with more digits is larger. Step 2: If the number of digits is the same, compare digits from left to right until a difference is found. 1. Compare 123654 and 335461. Both numbers have 6 digits. Comparing the first digit: 1 < 3. 123654 < 335461 2. Compare 76732 and 42654. Both numbers have 5 digits. Comparing the first digit: 7 > 4. 76732 > 42654 3. Compare 19452 and 19261. Both numbers have 5 digits. Comparing from left: 1=1, 9=9, then 4 > 2. 19452 > 19261 4. Compare 352431 and 352431. Both numbers are identical. 352431 = 352431 5. Compare 37642 and 334952. 37642 has 5 digits, 334952 has 6 digits. A 5-digit number is smaller than a 6-digit number. 37642 < 334952 Part B: Arrange in ascending order Step 1: Count the number of digits for each number. Numbers with fewer digits are smaller. Step 2: For numbers with the same number of digits, compare them from left to right. 1. Numbers: 13654, 236591, 16236, 7666 • 7666 (4 digits) • 13654 (5 digits) • 16236 (5 digits) • 236591 (6 digits) Comparing the 5-digit numbers: 13654 < 16236. Ascending order: 7666, 13654, 16236, 236591 2. Numbers: 16923, 19462, 48421, 37642 All numbers have 5 digits. • Compare first digits: 1, 1, 4, 3. • Smallest are 16923 and 19462. Comparing these: 16923 < 19462. • Next is 37642. • Largest is 48421. Ascending order: 16923, 19462, 37642, 48421 3. Numbers: 335461, 35243, 156191, 1534 • 1534 (4 digits) • 35243 (5 digits) • 156191 (6 digits) • 335461 (6 digits) Comparing the 6-digit numbers: 156191 < 335461. Ascending order: 1534, 35243, 156191, 335461 Last free one today — make it count tomorrow, or type /upgrade for unlimited.