Which line segment is not a diagonal through the interior of the cube shown? Side B E Side C H Side C E Side D G
2 answers:
Answer:
None of the options provided are correct and are diagonals through the interior of the cube.
Rather, they are all diagonals on the faces of.the cube.
Step-by-step explanation:
The cube shown isn't attached to the question, but it was obtained from the internet and is attached to this solution.
The diagonal through the interior of a cube, just as it sounds, is a line segment that across the whole of the cube, usually from a corner point of the cube at the top to a bottom corner point that is opposite the initial top corner point such that the line segment runs through the whole interior of the cube.
For this cube, the diagonals through the interior of the cube include line segments AH, BG, CF and DE.
So, it shows that none of the options provided in this question above are line segments that are diagonals that run through the interior of the cube.
Side BE is a diagonal on the face ABEF of the cube.
Side CH is a diagonal on the face CDGH of the cube.
Side CE is a diagonal on the face ACEG of the cube.
Side DG is a diagonal on the face CDGH of the cube.
Hence, all of the options provided are diagonals on the face of the cube and none of them is a diagonal through the interior of the cube.
Hope this Helps!!!
You might be interested in
Answer:
C. FE and ED
Step-by-step explanation:
The question is asking what are the sides of angle E. I've marked angle E along with its sides in the attached picture.
One side of the angle E has to be ED.
However we have multiple options for the other side. It can be called FE, CE or BE.
So the answers could be any of:
- ED and FE
- ED and CE
- ED and BE
The option that has one of the possible answers is option C: FE and ED.
