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The image shows a problem about an arithmetic progression, written in both Malay and English. The key details of the problem are as follows:

### Problem (Arithmetic Progression):
1. **Given:**
   The first three terms of an arithmetic progression are \(12 - x\), 18, and 4.
   
2. **Tasks:**
   a) Find \(x\).  
   b) Determine the common difference of the arithmetic progression.  
   c) Calculate the sum of the terms from the 10th term to the 20th term.

Would you like me to solve each part step by step?

The first three terms of an arithmetic progression are 12 - x, 18, and 4. Find (a) the value of x, (b) the common difference of the arithmetic progression, and (c) the sum of the 10th term to the 20th term.

Learn how to solve an arithmetic progression where the first three terms are 12 - x, 18, and 4. This problem covers how to find the value of x, the common difference, and the sum of terms from the 10th to 20th term. Perfect for students in Grades 9-10.

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