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The problem shows a pie chart representing the distribution of club members in a school (SMK) among several subjects: Physics (Fisika), Math (Matematika), Chemistry (Kimia), and English (Bahasa Inggris).

From the pie chart:

- Physics (Fisika) represents 20% of the total.
- Math represents 25%.
- Chemistry represents 15%.
- English has a value of **64 students**, but the percentage is not given directly.

We need to calculate the number of Physics club members based on the given information. 

Let's denote the total number of students as \( T \). The number of English club members is already provided as 64, and its percentage can be calculated as:

\[
\frac{\text{English members}}{T} = \text{Percentage of English} \implies \frac{64}{T}
\]

Once we find the total \( T \), we can calculate the Physics club members as \( 20\% \) of \( T \).

Let me calculate the values.It seems like I can’t do more advanced data analysis right now. Please try again later.

If you'd like, I can guide you through solving the problem manually. Would you like to continue with that or ask something else?

Here are some related questions for further exploration:

1. How do you calculate percentages from a pie chart?
2. How can you find the total number of students based on one group's count and its percentage?
3. What is the formula for finding specific percentages from a total?
4. How are pie charts helpful in representing data distributions?
5. What are the steps to estimate percentages from fractions?

**Tip**: When dealing with pie charts, always look for known data (like a group's size or percentage) to find the total, and use that to calculate other parts.

Diagram berikut menunjukkan data anggota Klub siswa suatu SMK. Banyaknya anggota Klub fisika adalah….

Solve a math problem based on a pie chart showing club members from an SMK. Learn how to calculate the number of Physics club members using known values and percentages, such as 64 members from the English club and 20% for Physics. Suitable for Grades 7-10.

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