All the segments that are parallel to GH in the given shape are, BC, AD and FI. Option A
How to identify all segments parallel to GH
To identify all segments parallel to GH, understand the basic structure of a cuboid and its faces.
A cuboid is a three-dimensional shape with six rectangular faces. Each face of the cuboid is parallel to the opposite face. This property allows us to identify segments that are parallel to each other within the cuboid.
To identify segments parallel to a specific segment in a cuboid, follow these steps:
Understand the orientation of the cuboid:
Visualize the cuboid and identify its three pairs of opposite faces. These faces are parallel to each other.
Identify the given segment:
Determine the specific segment in the cuboid to which you want to find parallel segments.
In this case GH
Locate the faces that contain the given segment:
Identify the faces that contain the given segment. These faces will be parallel to each other.
Based on the highlighted steps above, by visualization,
Segment BC is parallel to GH
Segment AD is parallel to GH
Segment FI is parallel to GH
Therefore, all the segments that are parallel to GH are, BC, AD and FI. Option A