Question
6200 is how many times greater than 6262?6262 is what fractional part of 62006200?
Answer
Attempt 1 out of 2
62006200 is
times greater than 6262.
6262 is
of 6200, .6200.
Answer
Attempt 1 out of 2
62006200 is
times greater than 6262.
6262 is
of 6200, .6200.
Answers
GPT-4o mini
Let's break down the calculations step by step.
1. **Finding how many times greater 6200 is than 6262:**
To find out how many times greater 6200 is than 6262, you divide 6200 by 6262:
\[
\frac{6200}{6262} \approx 0.9901
\]
So, 6200 is approximately 0.9901 times greater than 6262.
2. **Finding what fractional part 6262 is of 6200:**
To find what fractional part 6262 is of 6200, you divide 6262 by 6200:
\[
\frac{6262}{6200} \approx 1.01
\]
This means that 6262 is approximately 1.01 times 6200.
To express this as a fraction:
\[
6262/6200 = \frac{6262}{6200} = 1 + \frac{62}{6200} = 1 + \frac{1}{100} = 1.01
\]
Thus, the final answers are:
- 6200 is approximately 0.9901 times greater than 6262.
- 6262 is approximately 1.01 or \(\frac{6262}{6200} \approx 1.01\) times 6200.
So we can say:
- **6200 is approximately 0.9901 times greater than 6262.**
- **6262 is approximately 1.01 times or a little over 1 of 6200.**
1. **Finding how many times greater 6200 is than 6262:**
To find out how many times greater 6200 is than 6262, you divide 6200 by 6262:
\[
\frac{6200}{6262} \approx 0.9901
\]
So, 6200 is approximately 0.9901 times greater than 6262.
2. **Finding what fractional part 6262 is of 6200:**
To find what fractional part 6262 is of 6200, you divide 6262 by 6200:
\[
\frac{6262}{6200} \approx 1.01
\]
This means that 6262 is approximately 1.01 times 6200.
To express this as a fraction:
\[
6262/6200 = \frac{6262}{6200} = 1 + \frac{62}{6200} = 1 + \frac{1}{100} = 1.01
\]
Thus, the final answers are:
- 6200 is approximately 0.9901 times greater than 6262.
- 6262 is approximately 1.01 or \(\frac{6262}{6200} \approx 1.01\) times 6200.
So we can say:
- **6200 is approximately 0.9901 times greater than 6262.**
- **6262 is approximately 1.01 times or a little over 1 of 6200.**