Regarding the third body, consider the case where its mass is, say, 2 kg, and the case where it's 1 kg instead (the momentum being the same).
pglpm
Yes we're considering Newtonian mechanics in any case. What I'm especially curious about is what physical principles people use to motivate their answers.
With one of those spectacular yet "no big deal" moments we were waiting for... 🤣
"Science of the Total Environment" journal? 🤣🤣🤣🤣🤣 Too silly even for a 3rd-rate sci-fi film...
Cheers! Looks like a great fediverse platform. So sad that the choice of English-speaking servers seems somewhat limited - for now.
What's Misskey? Never heard of! Time to check.
these autonomous agents represent the next step in the evolution of large language models (LLMs), seamlessly integrating into business processes to handle functions such as responding to customer inquiries, identifying sales leads, and managing inventory.
I really want to see what happens. It seems to me these "agents" are still useless in handling tasks like customer inquiries. Hopefully customers will get tired and switch to companies that employ competent humans instead...
Cheers! Got a bit clearer now.
Appreciated if someone can explain what is the problem and its context in simple terms 🙏
I understand the GNU "framework" is built on free, open source software. So I don't understand how one can "discover" that there were pieces of non-free software there... They were put there by mistake?
Completely agree, which I think is very interesting. In Newtonian mechanics, some scalar and vector quantities such as mass, internal energy, contact forces (stress), heat flux are frame-indifferent. Others, such as velocity and acceleration, are frame-dependent but we do have transformation rules for them. Some quantities – and quite important ones – such as momentum, are in a sort of limbo: they are frame-dependent, but there's no clear transformation rule for them.
From the point of view of relativity theory, it's interesting to note that for this particular case of coordinate transformation – note that it is not a Lorentz boost – we can actually calculate the spatial components of momentum in the new coordinate system, if the reported momentum is expressed as a covariant vector (p_µ). This is because its unknown temporal component (energy) gets multiplied by zero in this transformation. But the text is ambiguous on whether the reported components are covariant or contravariant.