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Which choice has a digit in the hundred thousands place that is exactly four times the value of the digit in the tens place?

A. 5,418,314
B. 7,236,195
C. 8,562,917
D. 6,913,752

Answer :

To solve this problem, you need to determine which number has a digit in the hundred thousands place that is exactly four times the value of the digit in the tens place. Let's go through each option step-by-step:

1. Option A: 5,418,314
- Hundred thousands place: The digit in this position is 4.
- Tens place: The digit in this position is 1.
- Check if 4 is four times 1: [tex]\(4 \times 1 = 4\)[/tex], which is not a match.

2. Option B: 7,236,195
- Hundred thousands place: The digit in this position is 2.
- Tens place: The digit in this position is 9.
- Check if 2 is four times 9: [tex]\(4 \times 9 = 36\)[/tex], which is not a match.

3. Option C: 8,562,917
- Hundred thousands place: The digit in this position is 6.
- Tens place: The digit in this position is 1.
- Check if 6 is four times 1: [tex]\(4 \times 1 = 4\)[/tex], which is not a match.

4. Option D: 6,913,752
- Hundred thousands place: The digit in this position is 9.
- Tens place: The digit in this position is 5.
- Check if 9 is four times 5: [tex]\(4 \times 5 = 20\)[/tex], which is not a match.

After checking each option, none of the choices have a hundred thousands digit that is exactly four times the digit in the tens place. Thus, there is no number among the given choices that satisfies the condition.

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