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For randomly moving particles, why is the expectation value of [the x component of the velocity]^2=(1/3)the expectation value of the velocity^2?
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\[\left \langle v_x^2\right \rangle=\frac{1}{3}\left \langle v^2\right \rangle\]
I thought of a way to find \[\left | v_x^2 \right |\], but have no clue whether it is correct or how to find the expectation value for that.
\[v_x=\frac{\text{No. of possible directions*x-component for each of these directions}}{No. of possible directions}\]
|dw:1346441563068:dw|
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