The problem is to perform the division $2345 \div 41$.

1. Problem Description

The problem is to perform the division $2345 \div 41$.

2. Solution Steps

We perform long division:

\begin{enumerate}

\item Divide 234 by

4

1. We estimate that $41 \times 5 = 205$ and $41 \times 6 = 246$. Since $205 < 234 < 246$, we use 5 as the quotient.

\item Multiply 41 by 5 to get

2

0

5. Subtract 205 from 234 to get $234 - 205 = 29$.

\item Bring down the 5 to get

2

9

5. \item Divide 295 by

4

1. We estimate that $41 \times 7 = 287$.

\item Multiply 41 by 7 to get

2

8

7. Subtract 287 from 295 to get $295 - 287 = 8$.

\end{enumerate}

Thus, $2345 = 41 \times 57 + 8$.

3. Final Answer

$2345 \div 41 = 57$ with a remainder of $8$. Therefore, the answer is $57 \frac{8}{41}$.