How do I interpret the same sentence but with "only" modifying different parts of it:
- You need math only when you are buying vegetables.
- You need math when you are buying vegetables only.
- You need math when you are buying only vegetables.
- You only need math when you are buying vegetables.
I understand 4. to imply that when buying vegetables, the purchaser needs math and nothing more—no money, shopping cart, etc.
I understand 3. to imply that math is needed in the singular context of buy vegetables.
I don't understand a difference, if there even is any, between 1. and 2.
Please correct me if I've misunderstood anything here.