I’m sure if I’d taken physics classes more recently than when Reagan was in his office and Sting was still with the Police, I might have a better grasp of this.
(But only might. I was always pretty sucky in area.)
Anyway, let’s say you have a flimsy plastic container. It weighs, I dunno, 6oz.
You fill it half-way–meaning there’s a good amount of room left–with cast-iron toy soldiers. Now the container and the toy soldiers combined weigh 22oz.
(This may be too small or too large an estimate… What can I say, I never had toy soldiers to play with as a girl! Doesn’t really matter for the purposes of the exercise.)
The issue is, you need to carry this container a few blocks, and you can tell this not-very-high quality container can barely hold together because it’s a bit wobbly and the toy soldiers are of really good quality cast iron. (Made in Bavaria!)
Okay. Now, in an attempt to solve this conundrum, through some miracle of science, you take all the gravity out of the very-tightly-sealed container. The toy soldiers float.
At last, the question, which I think I just figured out* in my head while typing this, but I’ll ask it anyway:
Do the airborne soldiers this make the container weigh less, thus allowing the box to be carried without much problem, OR does the weight remain the same, thus still compromising the container’s structural integrity?
I feel like this is a really rudimentary problem and I should’ve been able to find it on my own. But I’m not coming up with the right keywords, probably because of my physics suckage. So, what do you think?
Note: this is NOT HOMEWORK. I am thirty-mumble years from having homework. It’s a thought problem and also a problem I need to solve in a geeky RPG I’m playing in. Shut up.
- My guess:
At first I couldn’t figure out why this wouldn’t save the container, but now I’m thinking that despite the floating soldiers, they’re still displacing the air volume at the same mass as they weigh in a non-gravity environment, and so this wouldn’t work. Is that anywhere roughly right?