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To find the frequency of the modal group, we need to identify the group with the highest frequency in the table. 

The frequencies of the age groups are:
- 18–26: 3
- 27–35: 5
- 36–44: 9
- 45–53: 14 (highest)
- 54–62: 11
- 63–71: 6
- 72–80: 2

The modal group is the age group **45–53**, and its frequency is **14**.

Would you like more details on modal groups or have any other questions?

Here are 5 relative questions to expand on this:
1. What is the importance of knowing the modal group in a data set?
2. How would you calculate the mean age of the customers from this data?
3. How do the median and mode differ in a data set?
4. Can there be more than one modal group in a frequency distribution?
5. How would you represent this data in a histogram?

**Tip:** The modal value can be useful in decision-making, especially when targeting the most common group in a survey or study.

LGM Travel Agency, a nationwide local travel agency, offers special rates on the summer period. The owner wants additional information on the ages of people taking travel tours. A random sample of 50 customers taking travel tours last summer revealed these ages. What is the frequency of the modal group?

Learn how to determine the modal group from a frequency distribution table of age groups of customers in a travel agency. This problem involves finding the age group with the highest frequency and is ideal for students learning statistics at Grades 7-10.

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