Question: A wavefunction which is normalized to one for a particle in one dimension confined to the region 0xL is (x)=[(30)1/2/L5/2][x(Lx)] Let the box be 15.00nm

A wavefunction which is normalized to one for a particle in one dimension confined to the region 0xL is (x)=[(30)1/2/L5/2][x(Lx)] Let the "box" be 15.00nm long (that is, L=15.00nm ). Determine the probability that the particle will be in the middle third of the box. Type your answer in the box below as a percentage

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