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#21
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| Jeremy Watts wrote: news:1114623610.089086.153750@l41g2000cwc.googlegr oups.com... each different you mass complicated SI as may have of 32.174 the to ratio fall is are exerts a rate... There are some things that we might say that will commit us: For example if we say that a body's mass is the ratio of its weight (w), divided by the acceleration (g) at which it will free fall; which is equal to the ratio of the net force (f) exerted on and/or by it, divided by the acceleration (a) that is caused: Then - for better or worse - we are committed to this statement; so that in all future use of "mass" we must include the entire contents of the statement. We cannot say f=ma, or w=mg, because m=w/g=f/a: We must use w/g or f/a; not m; as f=fa/a, or f=wg/a, or w=wg/a. That's my two cents worth. Don |
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#22
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#23
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| Jeremy Watts wrote: news:1114699066.449347.137690@z14g2000cwz.googlegr oups.com... of is force, acceleration where pound-foot the kilogram we _unit_ the equal Which the weight that (w), is or use Because we can't use only part of the complete statement; that defines mass. f/a; Because (m)=w/g=f/a, f=(m)a, and w=(m)g! |
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#24
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#25
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| Jeremy Watts wrote: news:1114711384.263894.109810@g14g2000cwa.googlegr oups.com... think That treat Earth, and then to to by its invariant? the free by matter that will or certain which better future defines or worth. Hardly Jeremy: According to Newton's 2nd: f=kma; but (m)=w/g=f/a; so f=k(m)a! Can't you even get that right(;^? Don |
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#26
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| Jeremy Watts wrote: Snip< it? fundamental What is invariable Jeremy is the _ratio_ of the variable force (f) divided by the variable acceleration(a); that are proportional to each other, and numerically equal for any given body: mass" Can't you all see that? |
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#27
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| Don1 wrote: each |
| Tags |
| and or or , force , standard , weight |
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