For the wave function ψ(x) defined by
ψ(x)= A(a-x),x<a
ψ(x)=0, x>=a
(a) Sketch ψ(x) and calculate the normalization constant A. (
b) Using Zettili’s conventions, find its Fourier transform φ(k) and sketch it.
(c) Using the ψ(x) and φ(k), make reasonable estimates for ∆x and ∆k. Using p = ħk, check whether your results are compatible with the uncertainty principle.
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