Ex Mensura, Scientia
High-precision range calculator. Companion to Wndsn Telemeters: Low tech, high utility graphical distance & altitude computers from the Wndsn applied science lab.
By way of using a Wndsn Quadrant or Telemeter measuring degrees or a hairline graticule measuring mil or moa or any other instrument or technique that returns the angular size of a known object, we can determine the distance to that object.

The angular relationship between height and distance.
5.7 degrees or 99.4821 MIL (MRAD) or 101.3333 MIL (NATO-MIL) or 342 MOA [increase precision]d = s · 1/tan(5.7°) = s · 10.0187The display precision set is .4. To change that, edit the variable &digits=x in the URL where 0 <= x <= 9.
[Load sample values (JSON) (XML) (CSV).]
Compare MIL vs. MRAD vs. NATO-MIL.
1/tan(α)1/tan(5.7°) returns a distance multiplier for d = s · 10.0187.1/tan(α), according to the formula: distance = known size · [shadow square length]/reading, where [shadow square length]/reading = 1/tan(α).
1 rad = 57.3 deg
6.2832 rad = 360 deg = 6,283.2 mil = 6,400 natomil = 21,600 minutes (moa)
0.017453 rad = 1 deg = 17.453 mil = 17.778 natomil = 60 minutes (moa)
0.0573 deg = 1 mil = 1.019 natomil = 3.438 minutes (moa)
0.05625 deg = 0.982 mil = 1 natomil = 3.375 minutes (moa)
Radian, degrees, mrad, NATO-MIL, and MOA.