## Question

###### Particle is represented by the following wave function:C(1 - 2l/L) 0 < Ix] < L/2 @() Ixl > L/2 where C is real positive constant_ Find the normalization constant C Compute the probability of finding the particle in an interval of width 0.010L at I = L/8, i between x 0.120L and 0.130L- (No integral is necessary for this calculation:) Compute the probability of finding the particle between L/6 and â‚¬ = L/3. (d Calculate the average value of and the root-mean-square (rms) value of x_ i.

particle is represented by the following wave function: C(1 - 2l/L) 0 < Ix] < L/2 @() Ixl > L/2 where C is real positive constant_ Find the normalization constant C Compute the probability of finding the particle in an interval of width 0.010L at I = L/8, i between x 0.120L and 0.130L- (No integral is necessary for this calculation:) Compute the probability of finding the particle between L/6 and â‚¬ = L/3. (d Calculate the average value of and the root-mean-square (rms) value of x_ i. @. Trms V (z2) .

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