If you measure the position, then you know that it was there when you measured it.
If you measure its position again immediately afterwards, the odds are that you will find it somewhere very close to where it was (offset by ##v\Delta{t}## if it is moving at speed ##v## and you waited for time ##\Delta{t}## before you made the second measurement). The longer it is before you make that second measurement, the more likely it is that you will find it farther away from the expected position.
This situation is commonly described as the electron being "smeared out" but acquiring a definite position when it is measured. However, as Phinds points out, "smeared" is not exactly precise scientific language; and as Geofleur points out we aren't really talking about what and where the electron is, we're talking about the probability of finding the electron at a given position at a given time.