Questions: A number has the following characteristics: - The thousands digit is a multiple of 2 - It is less than one million - The tens value is greater than the ten thousands value - It is odd The number described above could be which of the following? A 1,294,191 B 79,685 C 348,273 D 574,943

A number has the following characteristics:
- The thousands digit is a multiple of 2
- It is less than one million
- The tens value is greater than the ten thousands value
- It is odd

The number described above could be which of the following?

A 1,294,191

B 79,685

C 348,273

D 574,943
Transcript text: A number has the following characteristics: - The thousands digit is a multiple of 2 - It is less than one million - The tens value is greater than the ten thousands value - It is odd The number described above could be which of the following? A $1,294,191$ B 79,685 C 348,273 D 574,943
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Solution

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Solution Steps

To determine which number fits the given characteristics, we need to check each option against the criteria:

  1. The thousands digit must be a multiple of 2.
  2. The number must be less than one million.
  3. The tens digit must be greater than the ten thousands digit.
  4. The number must be odd.

We will write a Python function to evaluate each number based on these conditions.

Step 1: Check the Thousands Digit

The thousands digit of the number must be a multiple of \(2\). For the number \(348273\), the thousands digit is \(8\), which is indeed a multiple of \(2\).

Step 2: Check the Range

The number must be less than one million. Since \(348273 < 1000000\), this condition is satisfied.

Step 3: Compare the Tens and Ten Thousands Digits

The tens digit must be greater than the ten thousands digit. In \(348273\), the tens digit is \(7\) and the ten thousands digit is \(4\). Since \(7 > 4\), this condition holds true.

Step 4: Check if the Number is Odd

The number must be odd. The last digit of \(348273\) is \(3\), which is odd.

Final Answer

All conditions are satisfied for the number \(348273\). Therefore, the answer is \\(\boxed{348273}\\).

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