| Topic: |
Science > Physics |
| User: |
"" |
| Date: |
23 Mar 2005 04:29:49 PM |
| Object: |
I'll teach you all this in four easy steps |
Newton down in just 5 minutes
==================================
|F_1||D_1|=|F_2||D_2| Archimedes' law of lever
|F_1||V_1|=|F_2||V_2| previous divided with time
Newton I claims (F_1, V_2)=(0, const) while if the body hits the wall
then (F_2,V_1)=(const, 0)
Conclusion: Newton I is special case of Archimedes' law of lever
==================================
|F_1|/|F_2|=|D_2|/|D_1|=|M_1|/|M_2| Archimedes' law of lever
|F_1|/|M_1|=|F_2|/|M_2|=a yet the heavier weight in same time travels
less.
Conclusion: The force-mass ratio must be same for all and it is not
linear acceleration at all.
==================================
|F_1||D_1|=|F_2||D_2| Archimedes' law of lever
The led ball suffers less contraction than the sponge but the led ball
exerts reciprocally more force.
Conclusion: |F_1|=-|F_2| (Newton III) is special case of the law of
lever when |D_1|=-|D_2|
==================================
|F_1|/|F_2|=|D_2|/|D_1|=|M_1|/|M_2| Archimedes' law of lever
|F_1|/|D_2|=|F_2|/|D_1|=GSqrt[(|M_1||D_1|)(|M_2|/|D_2|)] gravity based
on the law of lever
FR^2=-\Gamma M_1M_2 Newton's gravity - the distorted interpretation
of the law of lever.
General conclusion: Newton's mechanics is totally inaccurate and its
core is the law of lever. Give me a place to stand and rest my lever on
and no one is too heavy for me to handle, especially Newton. As you can
see I handle Newton in just 5 minutes. On the other hand, could you
acknowledge in tops 5 decades (while I am still alive) that I am right?
.
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| User: "Mark Martin" |
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| Title: Re: I'll teach you all this in four easy steps |
23 Mar 2005 06:18:38 PM |
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wrote:
Newton down in just 5 minutes
==================================
|F_1||D_1|=|F_2||D_2| Archimedes' law of lever
|F_1||V_1|=|F_2||V_2| previous divided with time
Newton I claims (F_1, V_2)=(0, const) while if the body hits the wall
then (F_2,V_1)=(const, 0)
Conclusion: Newton I is special case of Archimedes' law of lever
==================================
|F_1|/|F_2|=|D_2|/|D_1|=|M_1|/|M_2| Archimedes' law of lever
|F_1|/|M_1|=|F_2|/|M_2|=a yet the heavier weight in same time travels
less.
Conclusion: The force-mass ratio must be same for all and it is not
linear acceleration at all.
==================================
|F_1||D_1|=|F_2||D_2| Archimedes' law of lever
The led ball suffers less contraction than the sponge but the led
ball
exerts reciprocally more force.
Conclusion: |F_1|=-|F_2| (Newton III) is special case of the law of
lever when |D_1|=-|D_2|
==================================
|F_1|/|F_2|=|D_2|/|D_1|=|M_1|/|M_2| Archimedes' law of lever
|F_1|/|D_2|=|F_2|/|D_1|=GSqrt[(|M_1||D_1|)(|M_2|/|D_2|)] gravity
based
on the law of lever
FR^2=-\Gamma M_1M_2 Newton's gravity - the distorted interpretation
of the law of lever.
[[-AND AT THIS STEP A MIRACLE OCCURS-]]
General conclusion: Newton's mechanics is totally inaccurate and its
core is the law of lever. Give me a place to stand and rest my lever
on
and no one is too heavy for me to handle, especially Newton. As you
can
see I handle Newton in just 5 minutes. On the other hand, could you
acknowledge in tops 5 decades (while I am still alive) that I am
right?
-Mark Martin
.
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| User: "Paul Cardinale" |
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| Title: Re: I'll teach you all this in four easy steps |
23 Mar 2005 06:03:42 PM |
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wrote:
[snip crap]
General conclusion:
You're an empirical idiot. Go learn something about physics before you
post foolish nonsense.
Paul Cardinale
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| User: "Uncle Al" |
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| Title: Re: I'll teach you all this in four easy steps |
23 Mar 2005 06:13:01 PM |
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wrote:
[snip crap]
General conclusion: Newton's mechanics is totally inaccurate and
[snip more crap]
The Golden Gate Bridge and the Empire State Building seem to work
adequately well, as do the Queen Mary II, can openers, and Xerox
machines. Why don't you point out where Newton fails in any of them?
--
Uncle Al
http://www.mazepath.com/uncleal/
(Toxic URL! Unsafe for children and most mammals)
http://www.mazepath.com/uncleal/qz.pdf
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| User: "" |
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| Title: Re: I'll teach you all this in four easy steps |
23 Mar 2005 07:42:39 PM |
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Lookie lookie while I say,
Deda's back with another "lever" today!
Full of fire, zeal and grit
For some unkown reason she just won't quit.
Fulcrum here, lever there,
Planck and Einsten do you really care?
"I'll move the earth with a place to stand",
she never sees her head deep in the sand.
Run and hide, shake in fear--
my guess is, in 28 days, this string will reappear.
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