Question

can anyone answer this question​

Answer 1

The wave functionψ

itself has no physical significance but the square of its absolute magnitude ∣ψ

2

∣has significance when evaluated at a particular point and at a particular time

∣ψ

2

∣

gives the probability of finding the particle there at that time. The wave function

ψ(x,t)

is a quantity such that the product P(x,t)=

ψ ∗

is the probability per unit length of finding the particle at the position x at time t. P(x,t) is the probability density and

ψ

*(x,t) is complex conjugate of ψ(x,t). Hence the probability of finding the particle is large wherever

ψ

is large and vice-versa.

I HOPE IT HELPS. ☺

Answer 2

Answer:

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Explanation:

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