Write \( \frac{91}{22} \) as a decimal. If necessary, use a bar to indicate which digit or group of digits repeats.

Calculate the value by following steps: - step0: Calculate: \(\frac{91}{22}\) To convert \( \frac{91}{22} \) into a decimal, we can perform the division: 1. Dividing 91 by 22 gives us \( 4 \) as the whole number part. 2. The remainder is \( 3 \), which we can express as \( \frac{3}{22} \). Now, performing the division of \( 3 \) by \( 22 \) gives us a decimal. The result is approximately \( 4.136363636... \). The decimal representation can be written as \( 4.1\overline{36} \), where the bar indicates that the digits \( 36 \) repeat indefinitely. Thus, the final answer is: \[ \frac{91}{22} \approx 4.1\overline{36} \]