- AU, V and W
- BU, W and Z
- CU, Y and Z
- DU, X and Y
Step-by-Step Solution
U is opposite X, so its neighbours are V, W, Y and Z. When the net is closed up, the top-left corner of U is carried round to the point where the bottom-left corner of Z and the bottom-right corner of Y meet. So U, Y and Z meet at that corner. (U, W and Z meet at the lower-left corner of U instead.)
Answer: C) U, Y and Z