A super conceptual Rotational question True/False
In a rotating body, \[a= \alpha r\] and \[v=r w\],so \[\frac{a}{\alpha}=\frac{v}{w}\]
if you consider the same particle then i think yes!
Part 2: It is possible to equate \[\frac{a+\alpha}{a-\alpha}=\frac{v+w}{v-w} \]
just take an example and check if it holds ;D
u do!
consider a disc rotating at 10 rads/second... consider a particle which is 1m away from the centre!!
it will be true obviously,but is it possible to equate like that?
CHECK IF THE EQUATION HOLDS.. if it holds then its true.. it not then false!
it does
then its true :P
no..false
ahh.. yea its false! B-)
why?
cause vector divided by vector is not defined! :D
so why is 1st one true?
hmmm even the first one shouldn't be true according to that :-/
yeah..but its true? : /
bingo :P why 2nd is false No...because it isn't "unit kosher" to do so. Remember, if the units don't make sense, the equation is definitely wrong. alpha and a aren't measured in the same units (hint there are no meters in alpha) omega and v aren't measured in the same units (hint there are no meters in omega)
a-alpha=XXXXXXXXXXXXXXX
bravo!... see how I made sure YOU yourself answer it :D
lol
XD
and yea... when i said two vectors cannot be divided.. if they are in the same direction they can be divided!!..
why ?! i didn't do anything :P
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