All the cases together
Table 5.2 puts every object position for a bi-convex lens side by side.
| Object position | Image position | Real or virtual | Upright or inverted | Size |
|---|---|---|---|---|
| Less than f | Same side as the object, further away | Virtual | Upright | Larger than the object |
| At f | At infinity | — | — | Infinitely large |
| Between f and 2f | Beyond 2f, other side | Real | Inverted | Larger than the object |
| At 2f | At 2f, other side | Real | Inverted | Same size as the object |
| Beyond 2f | Between f and 2f, other side | Real | Inverted | Smaller than the object |
| Very far away | At the focus, other side | Real | Inverted | Much smaller than the object |
After Table 5.2 of the textbook.
A convex lens behaves like a concave mirror: a virtual, upright, magnified image only when the object is inside the focal length, and a real, inverted image everywhere else — the difference is that a lens forms its real image on the other side.