Question

The question figure shows the 3D view of an object. Identify the correct view when looking in the direction of the arrow.

• A. Option 1
• B. Option 2
• C. Option 3
• D. Option 4

Hint:

For direction-based views, mentally “flatten” the object along the arrow direction and focus only on the outermost visible edges.

Answer 1

The Correct Option is B

Concept:
In 3D-to-2D visualization problems, the required view is obtained by projecting the object onto a plane perpendicular to the given direction.
Only the faces visible from the arrow direction are considered; depth details collapse into a single outline.
Relative heights and horizontal extensions must remain consistent with the original object. Step-by-step analysis:
The arrow indicates a viewing direction from the lower-left side of the object.
From this direction, the vertical block on the left remains fully visible.
The horizontal base extends to the right with three equal segments visible.
The inner cut or recess does not appear separately in the projection and merges into the outline. Comparison with options:
Option (A): Length and segmentation do not match the base.
Option (B): Correctly shows the tall left vertical face and the three-unit horizontal extension.
Option (C): Shows a disconnected or misplaced segment.
Option (D): Misses one horizontal division. Thus, the correct view corresponding to the given direction is Option (B).