I have been editing the locations of some points in QGIS. The scale that I am using varies between 1:6000 and 1:12000 depending on the area that I am looking at. I have been seeing some irregularities in that some points that I have moved. They appear to be in a different location than where I had placed them. Is it possible that when I move a point at 1:12000 scale its location is being stored at a lower precision than when I move a point at 1:6000 scale? For example, at 1:12000 scale there are n number of significant figures but at 1:6000 scale there are n+x significant figures. That is to say, do the number of significant figures used to describe a point's location vary based on the scale the point was created/altered in?
Short Answer No, if both accuracy and precision remain the same.
Long Answer You are confusing the Precision from the Accuracy.
[...] the general term accuracy is used to describe the closeness of a measurement to the true value [...] and precision is the closeness of agreement among a set of results.
From the definition above, it follows that you can talk about accuracy (and then precision) if you know the true value of the measurement, otherwise you can only talk about precision. See the image below for a clearer understanding:
Having said that, let us assume that you know the true value (in your case, it should be the starting point): the more you have zoomed closely to it when digitizing, the more accurate your new measurement (i.e. the new point) will be. The grade of precision will depend on how closely will be the new points (assuming that they need to be close at the end of digitizing).
Finally, it is not completely clear to me how did you digitize the points. I think to two possibilities:
- you manually moved them by using the Digitizing Tools and by literally moving the features. It is very unlikely to maintain accuracy and precision in this way (see above), so the quality of the result will depend on the map scale that you are using for looking at it (the lower the scale, the better the result);
- you manually entered the new coordinates: the number of decimal degrees that you entered may affect both accuracy and precision, depending on the latitude of the point. This happens because the Earth in not a sphere, but it is generally approximated as an ellipsoid: you will find a very well-written explanation in this answer to a related question. From a general point of view, the error will be smaller or larger depending on which precision you need (millimeters, centimeters, meters, and so on).
In conclusion, the quality of the result should only depend on (in a random order):
- how well do you know the position of the original point;
- the way with which you edit the point;
- the accuracy in respect of the position of the original point;
- the precision required by you;
- the latitude of the point;
and not from the scale you are using.