The days of the week repeat predictably in a cycle of 7 days.
The question asks for the day of the week that occurred 28 days before a Tuesday.
To find this, we calculate how many full weeks are contained within 28 days:
$ \frac{28 \text{ days}}{7 \text{ days/week}} = 4 \text{ weeks} $
Since 28 days constitutes exactly 4 full weeks, the cycle of days brings us back to the same day of the week.
Therefore, if today is Tuesday, the day 28 days ago was also Tuesday.