Step 1: Understanding the Question:
The question presents a series of five boxes, each containing a combination of geometric shapes and symbols. We need to identify the pattern and determine which of the four option figures completes the sequence.
Step 2: Detailed Explanation:
Let us observe the inner symbol placed inside the triangle within the circle in each box:
• Box 1: The symbol inside is ‘*‘.
• Box 2: The symbol inside is ‘@‘.
• Box 3: The symbol inside is ‘\$`.
\item Box 4: The symbol inside is `$\beta$`.
\item Box 5: The symbol inside is $#$.
\end{itemize} Let us list the set of five symbols: ${*, @, \$, \beta, \#\}$.
This is a cyclic sequence of length 5. In Box 6, the inner symbol must repeat and start the cycle again, meaning the inner symbol should be ‘*‘.
Looking at the options:
• In Option (1), the inner symbol is $\#$.
• In Option (2), the inner symbol is $\#$.
• In Option (3), the inner symbol is ‘*‘.
• In Option (4), the inner symbol is $\#$.
Only Option (3) contains the correct cyclic repeating symbol ‘*‘ in the innermost position.
Step 3: Final Answer:
The correct option that completes the series is (3), corresponding to option (C).