Yes, and in some cases the Celsius temp is the decimal, and the Fahrenheit is a nice whole number but its still a bitch.
No doubt its frustrating converting building materials from standard to metric. And with so much being made overseas its probably labeled in both ways.
Even in the shooting sports (one of my hobbies) the problem shows up, with milliradians, yards, meters, inches, etc. The superior system is the metric one, especially for long ranges and with ranging formulas because less conversion must be done, but American ranges are in yards, so unless I want to bring my own (huge) target stands I have to shoot yards. There are similar issues in orienteering (I backpack).
Im a nerd, so Ive recently been calculating via (poor-mans) maneuvering board. Its a way to stay sharp, and not just with math. Plus it kind of combines my interests in history, the military, and shooting. Who does this? :lol:
This type of thing...
1. The observer sees a ship that is 5km away at bearing 30 by the rangefinder and compass. Assuming the ship is neither head-on nor in profile, how can the observer calculate speed and the direction of travel of the ship from observation? Assume no readily visible landmarks behind the ship.
2. Let’s say that the ship is at this moment 5km away at bearing 30 as observed from the forward post. What are the distance and the bearing at this moment from the battery which is 3km behind the observer?
3. Let’s say that the ship’s direction of travel is 135 degrees from the zero reference bearing (going over the observer’s right shoulder) and the speed is 20 knots (approx. 36km/h). If it took the cannon crew fifty seconds to calculate the firing solution, and the shell flight time is ten seconds, at which point relative to the cannon (distance and bearing) should the gun be aimed?
4. Assuming the ship is 100m long and the combined side and deck projection at the 30 degree angle of the shell impact is 25m, what is the probability of a first-round hit from the cannon with 1 minute of angle dispersion?
National defense and 6th grade math | VolkStudio Blog