Question 1210187
Let's break down this problem step by step.

**1. Total Possible Outcomes**

* There are 5 people and 5 suitcases.
* The total number of ways the suitcases can be distributed is 5! (5 factorial) = 5 * 4 * 3 * 2 * 1 = 120.

**2. Favorable Outcomes (Exactly One Person Wrong)**

* It is impossible for exactly one person to get the wrong suitcase. Here's why:
    * If one person gets the wrong suitcase, that means another person *must* get the suitcase that belongs to the first person.
    * Therefore, at least two people must get the wrong suitcases.

**3. Probability**

* Since there are no ways for exactly one person to get the wrong suitcase, the number of favorable outcomes is 0.
* Probability = (Favorable Outcomes) / (Total Possible Outcomes)
* Probability = 0 / 120 = 0

**Therefore, the probability that exactly one person ends up with the wrong suitcase is 0.**