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Algebra
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OpenStudy (epicteatime):
If a meterstick moves to your right at a constant velocity of 0.8c, what would you measure its length to be?
10 years ago
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OpenStudy (epicteatime):
@nincompoop
10 years ago
OpenStudy (epicteatime):
anyoneee
10 years ago
OpenStudy (epicteatime):
@aaronq
10 years ago
OpenStudy (astrophysics):
Length contraction
10 years ago
OpenStudy (astrophysics):
\[\huge L = \frac{ L_0 }{ \gamma } = L_0 \sqrt{1-\frac{ v^2 }{ c^2 }}\]
10 years ago
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OpenStudy (astrophysics):
\[L_0\] is your proper length, L is the length observed by an observer in relative motion (respect to the object), v is your relative velocity, and finally c is the speed of light
10 years ago
OpenStudy (epicteatime):
yep that xD
10 years ago
OpenStudy (epicteatime):
I think the answers 0.6m, what do you think?
10 years ago
OpenStudy (astrophysics):
\[L_0 = 1m\]
\[v = 0.8c\] \[L = 1m \times \sqrt{1-\frac{ (0.8c)^2 }{ c^2 }} = \sqrt{1-\frac{ 0.64c^2 }{ c^2 }}m = 0.6m ~~ \checkmark\]
10 years ago
OpenStudy (epicteatime):
HUDDAH!
10 years ago
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OpenStudy (epicteatime):
xD Thanks for le confirmation fwendo :D
10 years ago
OpenStudy (astrophysics):
Np :)
10 years ago
OpenStudy (epicteatime):
but just to be sure, do you cancel out the c^2 or smt?
10 years ago
OpenStudy (astrophysics):
Yes, it gets cancelled out
10 years ago
OpenStudy (epicteatime):
ah, thanks xD
10 years ago
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OpenStudy (astrophysics):
|dw:1436160757936:dw|
10 years ago
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