To find the coordinates of points B, C, and D on the cuboid, we can use the information given. Let's assume that point A is located at (5,4,3). The cuboid has sides of length 5, 4, and 3.
1) Coordinates of B:
B is along the x-axis and is 5 units away from A in the positive x-direction. So, the coordinates of B are (5 + 5, 4, 3), which simplifies to (10, 4, 3).
2) Coordinates of C:
C is along the y-axis and is 4 units away from A in the positive y-direction. So, the coordinates of C are (5, 4 + 4, 3), which simplifies to (5, 8, 3).
3) Coordinates of D:
D is along the z-axis and is 3 units away from A in the positive z-direction. So, the coordinates of D are (5, 4, 3 + 3), which simplifies to (5, 4, 6).
So, the coordinates of B, C, and D are as follows:
B: (10, 4, 3)
C: (5, 8, 3)
D: (5, 4, 6)