The image you've uploaded appears to contain a math problem set, likely involving number sequences. Let me go ahead and transcribe and interpret the questions so we can work on the solutions together.

Transcribed Questions:

1. Lihatlah pola bilangan:
   $6, 12, 20, \ldots$
   The next two numbers in the sequence are:

   • a. $28$ and $30$
   • b. $26$ and $28$
   • c. $30$ and $32$
   • d. $30$ and $42$

2. Diketahui pola bilangan:
   $5, 8, 13, 25, 55, \ldots$
   The next two numbers are:

   • a. $21$ and $33$
   • b. $20$ and $35$
   • c. $22$ and $33$
   • d. $21$ and $34$

3. Nilai p dan q dari pola bilangan:
   $1, 3, 5, 7, 9, 11, p, q$
   The values of $p$ and $q$ are:

   • a. $12$ and $16$
   • b. $13$ and $15$
   • c. $13$ and $17$
   • d. $14$ and $18$

4. Nilai x dan y dari barisan bilangan:
   $9, 16, 36, 49, 6, 81, x, y$
   The values of $x$ and $y$ are:

   • a. $25$ and $50$
   • b. $26$ and $60$
   • c. $26$ and $64$
   • d. $25$ and $64$

5. Nilai $x$ dari barisan bilangan:
   $\frac{1}{16}, \frac{1}{8}, \frac{1}{27}, \frac{1}{64}, 125, x$
   The value of $x$ is:

   • a. $\frac{1}{126}$
   • b. $\frac{1}{146}$
   • c. $\frac{1}{176}$
   • d. $\frac{1}{206}$

Would you like to work through these questions together, or would you like a solution to one specific question first?

Also, here are 5 related questions:

1. How can you identify patterns in a sequence of numbers?
2. What are common types of numerical sequences (e.g., arithmetic, geometric)?
3. What strategies can be used to find the next number in a complex sequence?
4. Can sequences have more than one rule guiding their progression?
5. How does recognizing mathematical patterns apply to real-world problems?

Tip: For solving patterns, always check both differences and ratios between terms to see if the sequence is arithmetic, geometric, or follows another pattern.