plane:
No. This is the answer to your question as to why Cavendish allowed the small masses to move and not the large ones. You asked, so I provided the answer.
I explained Newton's reasoning earlier in the thread for you.
Have you already forgotten?
You know, this discussion will require some effort from you. I can't do your thinking for you, you know. All I can do is to answer your questions and hope you apply your brain at some point.
Try to keep up.
I think I'm already tiring of your game. If you really have no desire to learn from an expert, then further discussion is probably a waste of my valuable time. I have plenty of students who want to learn from me.
Correct. Newton's second law provides no "mechanism" for gravity. It is a phenomenological law, later empirically tested and confirmed. Later, it was shown to be an approximation to the more accurate theory of general relativity.
Tell me: what's your explanation of why large masses cause gravity, while smaller ones do not?
Also, please explain the following thought experiment for me:
1. I take two masses. One mass is 1 kg. The other is 0.9 kg. I observe that if I hold the 1 kg mass in place, the 0.9 kg mass is attracted to it. Agree?
2. Now, I take a lump of plasticine and stick it on the 0.9 kg mass, taking the total mass to 1.1 kg. According to you, the 1 kg mass no longer attracts the 0.9+0.2 kg mass. Correct?
What I want to know is: how does the 1 kg mass "know" to stop attracting the 0.9 kg mass?
Presumably you will say that the 1.1 kg mass will suddenly start to attract the 1 kg mass now, as well. How does the 1.1 kg mass "know" to swap over and start attracting when the plasticine is stuck onto it?
Are you accusing me of dishonesty? Why? Where have I lied about what I believe?
Cavendish did the sensible thing and kept the larger masses stationary and the smaller masses accelerating in his experiments? Why? Because the larger masses will accelerate more slowly for the same force (a=F/m), and the accelerations involved are very small.
Amusing. So this proves the larger mass accelerates towards the smaller mass.
No. This is the answer to your question as to why Cavendish allowed the small masses to move and not the large ones. You asked, so I provided the answer.
No. Newton's law of gravity is an independent law of nature. It cannot be derived from Newton's second law of motion. On the other hand, the reasoning process that led to Newton's law of gravity used the second law as a sensible rationale. And the law of gravity is compatible with the second law of motion, as it must be.
How was it derived then? You either know or you don't. Willing to put plenty of good money on you not having a clue on how Newton derived F = k.M.m/d x d
Sure bet.
I explained Newton's reasoning earlier in the thread for you.
Have you already forgotten?
You know, this discussion will require some effort from you. I can't do your thinking for you, you know. All I can do is to answer your questions and hope you apply your brain at some point.
Try to keep up.
Almost feel sorry for you, as if I am playing with you.
I think I'm already tiring of your game. If you really have no desire to learn from an expert, then further discussion is probably a waste of my valuable time. I have plenty of students who want to learn from me.
How does mass (the mass of the earth for example) cause an acceleration towards its self is what we are discussing. Newton's second law explains a relationship between an applied force, acceleration and mass. It does not explain how mass causes gravity, whether gravity be a force applied at a distance (you) or an acceleration through space (fundamental approach to gravity).
Correct. Newton's second law provides no "mechanism" for gravity. It is a phenomenological law, later empirically tested and confirmed. Later, it was shown to be an approximation to the more accurate theory of general relativity.
Tell me: what's your explanation of why large masses cause gravity, while smaller ones do not?
Also, please explain the following thought experiment for me:
1. I take two masses. One mass is 1 kg. The other is 0.9 kg. I observe that if I hold the 1 kg mass in place, the 0.9 kg mass is attracted to it. Agree?
2. Now, I take a lump of plasticine and stick it on the 0.9 kg mass, taking the total mass to 1.1 kg. According to you, the 1 kg mass no longer attracts the 0.9+0.2 kg mass. Correct?
What I want to know is: how does the 1 kg mass "know" to stop attracting the 0.9 kg mass?
Presumably you will say that the 1.1 kg mass will suddenly start to attract the 1 kg mass now, as well. How does the 1.1 kg mass "know" to swap over and start attracting when the plasticine is stuck onto it?
It's your choice. A truck can be driven through Newton's law of gravity. If you want to go to your grave believing education equals an apple pulling a planet, your choice. A coffin is a coffin is a coffin but your death when it happens will be the death a dishonest human being.
Are you accusing me of dishonesty? Why? Where have I lied about what I believe?