In quantum mechanics, the probability of finding a particle z in domain [a, b] can be calculated from the following formula P(a < r< b) = [ p{z}dz ¤)dx where the probability density p(x) satisfies p(x) x 1/x for r € [1, e²] and being 0 elsewhere. Please determine the exact form of the probability density and calculate the probability of finding a particle in domain [1, 2].
In quantum mechanics, the probability of finding a particle z in domain [a, b] can be calculated from the following formula P(a < r< b) = [ p{z}dz ¤)dx where the probability density p(x) satisfies p(x) x 1/x for r € [1, e²] and being 0 elsewhere. Please determine the exact form of the probability density and calculate the probability of finding a particle in domain [1, 2].
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