Answer:
See explanation
Explanation:
Write the coordinates of all vertices of cuboid:
- O(0,0,0)
- A(3,0,0)
- C(0,4,0)
- D(0,0,2)
- E(3,0,2)
- G(0,4,2)
- B(3,4,0)
- F(3,4,2)
The vector EG has coordinates (0-3,4-0,2-2)=(-3,4,0). The length of EG is

The midpoint of EG has coordinates
