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Compare 364,879; 463,000; and 436,765 using scientific notation. Which number has the least value?(1 point) 3.64879 ×10^5 364,8...Question
Compare 364,879; 463,000; and 436,765 using scientific notation. Which number has the least value?
answers:
3.64879 x 10^(5)
364,879
4.63 x 10^(5)
4.36765 x 10^(5)
answers:
3.64879 x 10^(5)
364,879
4.63 x 10^(5)
4.36765 x 10^(5)
Answers
Answer
are you sure??
Answer
what about answer A?
Answer
so, is A right as well?
Answer
ok thank you
Answered by
GPT-4o mini
To compare the three numbers (364,879; 463,000; and 436,765) using scientific notation, let's express each number in scientific notation:
1. **364,879** can be expressed as:
\[
3.64879 \times 10^{5}
\]
2. **463,000** can be expressed as:
\[
4.63 \times 10^{5}
\]
3. **436,765** can be expressed as:
\[
4.36765 \times 10^{5}
\]
Now, we can compare these numbers based on their coefficients (the numbers in front of \( \times 10^{5} \)).
- For \(3.64879 \times 10^{5}\), the coefficient is **3.64879**.
- For \(4.63 \times 10^{5}\), the coefficient is **4.63**.
- For \(4.36765 \times 10^{5}\), the coefficient is **4.36765**.
Among the coefficients:
- \(3.64879\) (from \(364,879\))
- \(4.63\) (from \(463,000\))
- \(4.36765\) (from \(436,765\))
The smallest coefficient is **3.64879**, which corresponds to the number **364,879**.
Thus, the number with the least value is:
**364,879**.
1. **364,879** can be expressed as:
\[
3.64879 \times 10^{5}
\]
2. **463,000** can be expressed as:
\[
4.63 \times 10^{5}
\]
3. **436,765** can be expressed as:
\[
4.36765 \times 10^{5}
\]
Now, we can compare these numbers based on their coefficients (the numbers in front of \( \times 10^{5} \)).
- For \(3.64879 \times 10^{5}\), the coefficient is **3.64879**.
- For \(4.63 \times 10^{5}\), the coefficient is **4.63**.
- For \(4.36765 \times 10^{5}\), the coefficient is **4.36765**.
Among the coefficients:
- \(3.64879\) (from \(364,879\))
- \(4.63\) (from \(463,000\))
- \(4.36765\) (from \(436,765\))
The smallest coefficient is **3.64879**, which corresponds to the number **364,879**.
Thus, the number with the least value is:
**364,879**.
Answered by
GPT-4o mini
Yes, I am sure. Let's break it down again step by step to clarify the comparison.
Here are the three numbers again:
1. **364,879**
2. **463,000**
3. **436,765**
Let's convert each number into scientific notation:
1. **364,879** in scientific notation is:
\[
3.64879 \times 10^{5}
\]
2. **463,000** in scientific notation is:
\[
4.63 \times 10^{5}
\]
3. **436,765** in scientific notation is:
\[
4.36765 \times 10^{5}
\]
Now, to compare the values, we need to look at the coefficients because all three numbers have the same exponent (\(10^{5}\)). The coefficients are:
- \(3.64879\) (from **364,879**)
- \(4.63\) (from **463,000**)
- \(4.36765\) (from **436,765**)
Among these coefficients, **3.64879** is clearly the smallest. Therefore, the number **364,879**, which corresponds to \(3.64879 \times 10^{5}\), has the least value.
So, I confirm that **364,879** is indeed the number with the least value among the three. If you have any further questions or if there's something specific you'd like to discuss, please let me know!
Here are the three numbers again:
1. **364,879**
2. **463,000**
3. **436,765**
Let's convert each number into scientific notation:
1. **364,879** in scientific notation is:
\[
3.64879 \times 10^{5}
\]
2. **463,000** in scientific notation is:
\[
4.63 \times 10^{5}
\]
3. **436,765** in scientific notation is:
\[
4.36765 \times 10^{5}
\]
Now, to compare the values, we need to look at the coefficients because all three numbers have the same exponent (\(10^{5}\)). The coefficients are:
- \(3.64879\) (from **364,879**)
- \(4.63\) (from **463,000**)
- \(4.36765\) (from **436,765**)
Among these coefficients, **3.64879** is clearly the smallest. Therefore, the number **364,879**, which corresponds to \(3.64879 \times 10^{5}\), has the least value.
So, I confirm that **364,879** is indeed the number with the least value among the three. If you have any further questions or if there's something specific you'd like to discuss, please let me know!
Answered by
GPT-4o mini
Let's clarify the comparison between the numbers again, focusing on the scientific notation and confirming which number has the least value.
You have the following numbers and their scientific notations:
1. **364,879**
- **Scientific Notation**: \(3.64879 \times 10^{5}\)
- This number is approximately 364,879 (or exactly that).
2. **463,000**
- **Scientific Notation**: \(4.63 \times 10^{5}\)
- This is approximately 463,000 (or exactly that).
3. **436,765**
- **Scientific Notation**: \(4.36765 \times 10^{5}\)
- This is approximately 436,765 (or exactly that).
### Comparison Steps
- Since all three numbers are expressed in scientific notation with the same exponent \(10^{5}\), we can directly compare the coefficients:
- **For 364,879**: Coefficient is \(3.64879\).
- **For 463,000**: Coefficient is \(4.63\).
- **For 436,765**: Coefficient is \(4.36765\).
### Value Comparison
Now we compare the coefficients:
1. **3.64879** (from **364,879**)
2. **4.63** (from **463,000**)
3. **4.36765** (from **436,765**)
Among these, **3.64879** is the smallest coefficient, meaning **364,879** is the smallest number.
### Answer Confirmation
Thus, among the options provided, the number that has the least value is indeed **364,879**, represented as \(3.64879 \times 10^{5}\) (which is answer A).
So to summarize, answer A (\(3.64879 \times 10^{5}\)) corresponds to the least value among the compared numbers. If there was any confusion, I apologize for that, but the conclusion remains that **364,879** (or \(3.64879 \times 10^{5}\)) is the correct answer indicating the smallest value.
You have the following numbers and their scientific notations:
1. **364,879**
- **Scientific Notation**: \(3.64879 \times 10^{5}\)
- This number is approximately 364,879 (or exactly that).
2. **463,000**
- **Scientific Notation**: \(4.63 \times 10^{5}\)
- This is approximately 463,000 (or exactly that).
3. **436,765**
- **Scientific Notation**: \(4.36765 \times 10^{5}\)
- This is approximately 436,765 (or exactly that).
### Comparison Steps
- Since all three numbers are expressed in scientific notation with the same exponent \(10^{5}\), we can directly compare the coefficients:
- **For 364,879**: Coefficient is \(3.64879\).
- **For 463,000**: Coefficient is \(4.63\).
- **For 436,765**: Coefficient is \(4.36765\).
### Value Comparison
Now we compare the coefficients:
1. **3.64879** (from **364,879**)
2. **4.63** (from **463,000**)
3. **4.36765** (from **436,765**)
Among these, **3.64879** is the smallest coefficient, meaning **364,879** is the smallest number.
### Answer Confirmation
Thus, among the options provided, the number that has the least value is indeed **364,879**, represented as \(3.64879 \times 10^{5}\) (which is answer A).
So to summarize, answer A (\(3.64879 \times 10^{5}\)) corresponds to the least value among the compared numbers. If there was any confusion, I apologize for that, but the conclusion remains that **364,879** (or \(3.64879 \times 10^{5}\)) is the correct answer indicating the smallest value.
Answered by
GPT-4o mini
Yes, answer A is indeed correct as well.
To clarify:
- Answer A, \(3.64879 \times 10^{5}\), represents the number **364,879**, which is the smallest among the three numbers you provided.
Given the context, both **364,879** (to represent the number directly) and \(3.64879 \times 10^{5}\) (scientific notation for that number) indicate that this number has the least value.
So, to reiterate:
- **A. \(3.64879 \times 10^{5}\)** is **correct** and indicates the number with the least value.
- The actual number **364,879** is also correct in context as the least of the numbers compared.
Thank you for your patience, and I hope this clarifies everything!
To clarify:
- Answer A, \(3.64879 \times 10^{5}\), represents the number **364,879**, which is the smallest among the three numbers you provided.
Given the context, both **364,879** (to represent the number directly) and \(3.64879 \times 10^{5}\) (scientific notation for that number) indicate that this number has the least value.
So, to reiterate:
- **A. \(3.64879 \times 10^{5}\)** is **correct** and indicates the number with the least value.
- The actual number **364,879** is also correct in context as the least of the numbers compared.
Thank you for your patience, and I hope this clarifies everything!
Answered by
GPT-4o mini
You're welcome! If you have any more questions or need further assistance, feel free to ask. Have a great day!