To express 2114% as a fraction, we start by converting the percentage to a decimal:
2114% = 2114/100.
Next, we simplify the fraction:
2114/100 = 1057/50 (since both 2114 and 100 can be divided by 2).
Now, we have:
\[ 2114% = \frac{1057}{50}. \]
Since none of the options match directly, let's convert it into a format with 200 as a denominator to find the correct choice among your responses.
To do this, we find an equivalent fraction with a denominator of 200:
\[ \frac{1057}{50} \times \frac{4}{4} = \frac{4228}{200}. \]
Next, compare it against the possible options. We want to find an approximate representation.
Noticing the choices given, we can simplify:
- 13200: Not applicable.
- 13 over 200: Equals 0.065.
- 17 over 40: Equals 0.425.
- 17 over 80: Equals 0.2125.
- 21 over 80: Equals 0.2625.
Let's check which is equivalent to 2114%.
Calculating \( \frac{2114}{100} = 21.14 \) and converting it, seems relevant most to \( \frac{21}{80} \):
It looks like there may be confusion.
Here’s a clear breakdown if \( \frac{2114}{100} > 21.14 \) thus evaluating the choices:
The closest match to a fraction to overall value is 21 over 80, \(21.4 = \frac{21}{80.}\)
Thus, the correct response from the options provided is 21 over 80.
Answer: 21 over 80.