To solve this task, I'll first create a frequency distribution table from the given data. Then, I'll calculate the mean and median for the grouped data.

Step 1: Frequency Distribution

I'll group the apple weights into intervals and determine the frequency for each group.

Let's proceed by analyzing the image data.

Step 2: Mean Calculation

The formula for the mean $\mu$ for grouped data is: $\mu = \frac{\sum f_i \cdot x_i}{\sum f_i}$ Where:

• $f_i$ = frequency of the group
• $x_i$ = midpoint of the group

Step 3: Median Calculation

The formula for the median of grouped data is: $\text{Median} = L + \left(\frac{\frac{n}{2} - CF}{f_m}\right) \cdot h$ Where:

• $L$ = lower boundary of the median group
• $n$ = total frequency
• $CF$ = cumulative frequency before the median group
• $f_m$ = frequency of the median group
• $h$ = class width

Let me process the given data for these steps.

I'll generate the table and perform the necessary calculations.