Ii cant seem to figure this out

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When a meter stick travels at the speed of light relative to an observer, it does not appear to retain its original length due to the effects of relativistic length contraction. According to the principles of special relativity, as an object approaches the speed of light, its length contracts in the direction of motion, making it appear shorter to the observer. The question posed is a trick, as no object with mass can actually reach the speed of light. Therefore, the observer would not measure the meter stick as being one meter long. This discussion emphasizes the importance of understanding the implications of relativistic physics in such scenarios.
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Homework Statement


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 you calculations.

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The Attempt at a Solution

 
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Jared
 
if speed of light is 299 792 458 m / s would the meter stick also seem this long?
 
I think this is an important point from a past thread:
DaveC426913 said:
Trick question. You should not *get* a reasonable answer. Why?

I've deliberately removed the post reference as I can't give you the full answer, but if you give it a shot I can help.

Note: Credit goes to DaveC and Co from the other thread for this answer.

Are you required to give a numerical answer? I see that "IF" is in capitals in the OP and so I'd assume they want a bit more than a blunt statement.

Jared
 
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