help please if a meter stick travels at the speed of light relative to an observer, how long does the meter stick appear to the observer? show your calculations helppp pleaseee
this is time dialation.
but is the stick travelling towards the observer or away from him/her?
they are just seeing it its not coming to them or away from them but they just see it
s, they say "v = c"
v is velocity and c is speed of light
\[L=L_0\sqrt{1-\left(\frac{v}{c}\right)^2}\]
yep. v = speed of stick
so, if v=c, the gamma factor becomes "0" the observer will not be able to see the stick at all!
yeah thats true and plus a meter sticck cannot go at the spped of light
hypothetically! but yes. its length becomes 0
heres a trick question.. what if the observer is also moving with the stick at the same speed ? :P
umm lol the observer couldnt do that but since its too fast he wont be able to see the stick
no. since observer and stick are relatively at rest, he'd see it as a regular meter stick!! :D
with a reduction factor :P
but they are moving so fast how can they be at rest?
relative to each-other, they are at rest.
you are travelling at 40mph and another car is travellin the same speed in the same direction. You'd think the other car is at rest.
ohhh yeaaah i get that part
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