For 0.6g of copper, density 8.96g/cc :
0.6g / 8.96g/cc = Volume = 4/3 * pi * r^3
r = 0.25 cm
D = 2r = 0.50 cm
edit:
I look forward to your next test. It will be interesting to see how much more penetration you can get out of it.
BTW, math just takes practise, no one is born knowing how to do it, though some do of course have a greater affinity and some have greater ability as
well (not saying I am an expert and yes I make mistakes too). Rework and understand the above calculation a couple of times and then a day or two
later rework it again. If you actually think and follow the process and understand as you are working through it will sink in and you will really know
it. Repetition is a good thing!
A lot of times people are trying to prove a mathematical relation so they tend to latch onto, or force even, anything that looks like a connection
whether or not it obeys the mathematical laws or not (I have been guilty myself). The same sort of thing often happens when detectives decide someone
is guilty before they investigate and a very high percentage of the time they are able to built a strong case against them even when the accused is
innocent (the detectives don't necessarily consciously do it on purpose). The math can be completely wrong and still occasionally end up with the
right number.
[Edited on 15-7-2015 by Hennig Brand] |