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| Tags: acceleration, g32sec2, gravity, level, sea |
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#1
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If the acceleration of gravity at sea level is about g=32'/sec^2, then
what is g/2? Don |
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#2
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Don1 wrote:
If the acceleration of gravity at sea level is about g=32'/sec^2, then what is g/2? Don *Plonk* |
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#3
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Oh, come on. We need some education he
g/2 = 16'/sec^2 |
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#4
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#5
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Don1 wrote: wrote: Oh, come on. We need some education he g/2 = 16'/sec^2 Have you enough education to know what that means? Most do. You don't. |
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#6
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Sam Wormley wrote: Don1 wrote: If the acceleration of gravity at sea level is about g=32'/sec^2, then what is g/2? Don *Plonk* Then STOP responding to him. |
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#7
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Don1 wrote:
If the acceleration of gravity at sea level is about g=32'/sec^2, then what is g/2? Idiot Dumb Donny ****HEAD is too stooopid to look up WGS84 parameterizations. Hye Dumb Donny ****HEAD - is a 360-degree polynomial fit to the geoid too coarse for your delicate little brainlet? -- 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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#8
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"Uncle Al" wrote in message ... Don1 wrote: If the acceleration of gravity at sea level is about g=32'/sec^2, then what is g/2? Idiot Dumb Donny ****HEAD is too stooopid to look up WGS84 parameterizations. Hye Dumb Donny ****HEAD - is a 360-degree polynomial fit to the geoid too coarse for your delicate little brainlet? I am willing to wager that dense Donny sHead doesn't recognize the difference between a 360-degree polynomial and a 360-degree circle (or maybe even a 360-degree oven, as far as that goes). Tom Davidson Richmond, VA |
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#9
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tadchem wrote:
Snip I am willing to wager that dense Donny sHead doesn't recognize the difference between a 360-degree polynomial and a 360-degree circle (or maybe even a 360-degree oven, as far as that goes). Tom Davidson Richmond, VA I am willing to wager that's a troll; if there ever was one. |
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#10
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Don1 wrote: If the acceleration of gravity at sea level is about g=32'/sec^2, then what is g/2? Don Of the two equations: s = (1/2)g*t^2 and g/2 = s/t^2, the second is not more fundamental than the first in any sense of the word. They are completely, algebraically and physically, equivalent. The second may *appear* simpler to you, but that is only because of your rustiness with algebra. One more accustomed to the tool would find the two to both mean the same and be equally easy to use. PD |
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