To solve \( 23 \div 35 \), it is equivalent to the fraction \( \frac{23}{35} \).
Now let's analyze the options:
- 615 - This does not represent the fraction \( \frac{23}{35} \).
- 6 over 15 - This can be simplified to \( \frac{2}{5} \), which is not equal to \( \frac{23}{35} \).
- 58 - This also does not represent the fraction \( \frac{23}{35} \).
- 9 over 15 - This simplifies to \( \frac{3}{5} \), which is not equal to \( \frac{23}{35} \).
- 109 - This does not represent the fraction \( \frac{23}{35} \).
Since none of the options really represents \( \frac{23}{35} \), the correct choice based on comparison of values isn't directly present.
However, the correct way to express \( \frac{23}{35} \) itself is the most accurate, but it doesn’t seem to be available in the available options provided.
If you're confirming correctness or looking for the closest possible answer, the option should probably indicate something like "23 over 35", which isn’t listed.
Using the options provided, none are equivalent to the result of \( 23 \div 35 \). You may want to double-check with the "check answer" feature for any closest equivalency or further information about the problem setup.