To find the quotient of 910 and 23, we can perform the division:
\[ 910 \div 23 \approx 39.565 \]
In integer division, the whole number part of the quotient is 39. To express 910 in terms of multiples of 23, we can calculate:
\[ 23 \times 39 = 897 \]
Now, to find the remainder:
\[ 910 - 897 = 13 \]
So we have:
\[ 910 = 23 \times 39 + 13 \]
Now let's express the quotient as a fraction. The exact quotient can be written as:
\[ 39 + \frac{13}{23} \]
Since you're looking for the numbered options you've provided, let's revisit them to see if any of them represent a form of this division or multiplication.
Finally, none of the provided options match with a direct division representation of 910 divided by 23, which indicates there might be an inconsistency or misunderstanding in interpreting the options or the division.
However, to summarize, the answer to the division \( \frac{910}{23} \) is approximately 39 and the further fraction interpretation leads to \( 39 + \frac{13}{23} \).
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