Hmm, this is a tough one. I'm going to go with A, D, and E. The ABC class is an item attribute, and we can use it for planning and value grouping. As for B and C, I'm not convinced - it just seems too rigid to have only three classes, and I can't imagine an item not being assigned to at least one group. But hey, maybe I'm just overthinking it!
Woah, this is a tricky one! I'm going to go with D, E, and B. The ABC classes can definitely be used for planning and value grouping, and I'm pretty sure there can only be three classes. As for C, that just sounds like a trick question. Who would ever assign an ABC class to zero groups?
Ah, I see what they're getting at. A, D, and E are the correct answers. The ABC class is an item attribute, and we can use it for planning and value grouping. As for B and C, I think those are just trying to trip us up. There's no way there can only be three classes, and an item doesn't have to belong to any group.
This seems straightforward. D, E, and C are the true statements. ABC classes are used for grouping items for planning, and they can be used to identify value groupings. And I'm pretty sure an ABC class must be assigned to at least one group.
Hmm, I think A, D, and E are the correct answers. The ABC class is definitely an item attribute, and we can use it for planning and identifying value groupings. As for B and C, I'm not so sure - can't we have more than just A, B, and C classes?
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