ANSWER:
20%
Explanation:
In this case, the probability is calculated as follows:

Where A is the event that it is a Large drink and B is the event that it is a cold drink.
We calculate in each case, knowing that the total number of customers is equal to 100 and the favorable chaos we identify in the table, therefore:

Therefore, the percent of customers ordered large given that he or she order a cold drink is 20%