Particle A is described by the wave function c(x, y, z). Particle B is described by the wave function c(x, y, z)eif, where f is a real constant. How does the probability of finding particle A within a volume dV around a certain point in space compare with the probability of finding particle B within this same volume?
Particle A is described by the wave function c(x, y, z). Particle B is described by the wave function c(x, y, z)eif, where f is a real constant. How does the probability of finding particle A within a volume dV around a certain point in space compare with the probability of finding particle B within this same volume?
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Particle A is described by the wave function c(x, y, z). Particle B is described by the wave function c(x, y, z)eif, where f is a real constant. How does the probability of finding particle A within a volume dV around a certain point in space compare with the probability of finding particle B within this same volume?
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