Concept:Syllogism uses set inclusion and overlap to check definite conclusions.
Formula:List⊆GridGrid∩Matrix=∅“Only few glitch are grid” means
Glitch∩Grid=∅ and
Glitch⊆Grid.
Solution:All list are grid, so every list lies inside grid.
Some grid are matrix, so only some part of grid overlaps matrix.
That matrix part may lie outside list.
So Conclusion I, Some list are matrix, is only possible, not definite.
Only few glitch are grid means some glitch are grid and some glitch are not grid.
The glitch part that touches grid may lie outside list.
So Conclusion II, Some glitch are list, is also only possible, not definite.
Thus neither conclusion follows.
Answer:Option D: Neither I nor II follows.