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    Time Dependant One Dimensional Square well

    Given the wave function: Ψtot(x,t) = ((√2)/2)ψ3e^(-(iE3t)/h) + ((√2)/2)ψ5e^(-(iE5t)/h) @ |x|≤a/2 and ψtot(x,t) = 0 @ |x|≥a/2 where a=100nm , E=(((h)^2)((kn)^2))/2m , kn=pi*n/a , & T1 = 2pih/E1 How would I find the Period of the wave function in terms of T1??
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