A survey was conducted to record the daily commuting times (in minutes) of a group of employees. The data collected is as follows:
$10,15,18,20,22,25,28,30,35,90$
The mean of the original data is $29.3$, and the $10\%$ trimmed mean is $23.6$. What is the benefit of using the trimmed mean versus using the mean found using all data entries? Explain.

The trimmed mean reduces the influence of outliers, providing a more accurate representation of the typical data

The trimmed mean eliminates too many data points, resulting in a less accurate measure of central tendency

The trimmed mean increases the mean value, making it less representative of the data set

The trimmed mean only works when there are no outliers, as it does not reduce variability