https://r2.erweima.ai/mathbot/image/1726618949644r4m2zh0w.jpg

To determine the value of \( K \), I will first analyze the table and gather relevant data.

Based on the table:

- The column headings include \( x_i \), \( h \), \( f \), \( f_r (\%) \), \( F_j \), \( F_r (\%) \), and \( x_i f_i \).
- \( f_r (\%) \) likely represents the relative frequency, \( F_j \) is the cumulative frequency, \( F_r (\%) \) is cumulative relative frequency, and \( x_i f_i \) is the product of the variable \( x_i \) and the frequency \( f \).

However, the image isn't very clear, and the location or meaning of \( K \) is not obvious from the image itself. Can you specify where \( K \) is mentioned or provide any additional details regarding its context? This will help me assist you further.

In the meantime, here are a few possible types of questions:
1. Could \( K \) represent a missing frequency or total?
2. Is \( K \) a sum or derived value from the data in the table?
3. Could \( K \) be tied to a specific formula involving \( f \) or \( x_i \)?
4. Are you seeking a statistical measure like the mean or variance from the table?
5. Does the table represent a discrete frequency distribution for which we need a specific computation?

Tip: Always ensure to check the context where symbols are defined when working with tables.

Solve a frequency distribution problem where the value of K needs to be determined. This question involves calculating cumulative frequencies and relative frequencies from a given dataset. Suitable for Grades 9-12.

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