Which option figure will complete the pattern in the question figure? (Rotation is not allowed)
To solve this logical reasoning problem, we need to identify the pattern in the existing figure and determine which option will logically complete it.
Let's examine the given pattern:
The figure is divided into four segments. We see an established pattern of black circles contrary to the triangles' orientation in each quadrant.
- The top-left and bottom-right quadrants of the given figure have a black circle facing the inner center of the square.
- The top-right quadrant mirrors the bottom-left quadrant, where there is a black circle aligned inversely.
Based on the symmetry and consistent orientation in the other quadrants, the bottom-left quadrant needs a black circle facing inward.
Now, let's find the correct option:
- Option 1: The black circle is incorrectly positioned.
- Option 2: The black circle fits the required orientation.
- Option 3: The pattern does not continue correctly.
- Option 4: Incorrect circle positioning.
The correct answer should be Option 2, where the circle aligns correctly with the required symmetry and completes the pattern.
Therefore, the pattern is completed by Option 2.
Similar Questions
Which option figure will complete the pattern in the question figure? (Rotation is not allowed)
Important Questions from Assemble Image
Which of the following answer figure patterns can be combined to make the question figure ?
From the given answer figures, select the one in which the question figure is hidden/embedded.
From the given answer figures, select the one in which the question figure is hidden/embedded.
Observe the following randomly drawn figures and choose which of the following figures form a square?
From the given answer figures, select the one in the which question figure in hidden/embedded.
