Re: Drag on a 6.5 bullet?
Ballparking is a term I use to describe calculations. They get you into the ballpark, and that's really just about the practical limit of their value.
Oh, yes; they derive values of exquisite precision, but when time comes we need to rely on them, the numbers say one thing, and the bullet says something a bit different.
That's because we live in a world dominated by variables, and not by constants. The data values we input to our calcs tend to be either guestimates or instantaneous snapshots of transient phenomena. The result can only be as precise as the data we provide. The certainty of our calculated results depends upon taking values from an environment which is in a constant state of flux. Their accuracy is based on what we believe <span style="font-style: italic">was true</span> at the time we gleaned our inputs. They frequently tend to be <span style="font-style: italic">history</span> reports.
The real world only resembles our calculations a part of the time; the rest of the time, it's subtly <span style="font-style: italic">different</span>.
Greg