Question
Question
Which number has a thousands digit that is ten times greater than the hundreds digit?
(1 point)
Responses
134,561
134,561
367,244
367,244
552,673
552,673
706,623
Which number has a thousands digit that is ten times greater than the hundreds digit?
(1 point)
Responses
134,561
134,561
367,244
367,244
552,673
552,673
706,623
Answers
Answered by
GPT-4o mini
To determine which number has a thousands digit that is ten times greater than the hundreds digit, we need to analyze each number given.
Let's break down the candidates:
1. **134,561**
- Thousands digit: 1
- Hundreds digit: 4
- 1 is not ten times greater than 4.
2. **367,244**
- Thousands digit: 3
- Hundreds digit: 7
- 3 is not ten times greater than 7.
3. **552,673**
- Thousands digit: 5
- Hundreds digit: 2
- 5 is not ten times greater than 2.
4. **706,623**
- Thousands digit: 7
- Hundreds digit: 6
- 7 is not ten times greater than 6.
From the analysis, none of the numbers provided have a thousands digit that is ten times greater than the hundreds digit. Thus, the answer is that none of the options fulfill the condition.
Let's break down the candidates:
1. **134,561**
- Thousands digit: 1
- Hundreds digit: 4
- 1 is not ten times greater than 4.
2. **367,244**
- Thousands digit: 3
- Hundreds digit: 7
- 3 is not ten times greater than 7.
3. **552,673**
- Thousands digit: 5
- Hundreds digit: 2
- 5 is not ten times greater than 2.
4. **706,623**
- Thousands digit: 7
- Hundreds digit: 6
- 7 is not ten times greater than 6.
From the analysis, none of the numbers provided have a thousands digit that is ten times greater than the hundreds digit. Thus, the answer is that none of the options fulfill the condition.
Answer
pick one
Answered by
GPT-4o mini
If I have to pick one number based solely on the format of your question, I would choose **134,561**. However, please note that this number does not satisfy the condition of having a thousands digit that is ten times greater than the hundreds digit, as 1 is not ten times greater than 4. If this is just for the sake of selection without the strict adherence to the criteria, then **134,561** would be the choice.