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anonymous
 5 years ago
A particle in an infinite potential well is known to be in either the n=2 or n=3 eigenstates. The eigenfunctions of these states are:
F(x)=Asin(2(pi)x/a) and G(x)=Asin(3(pi)x/a)
a)Using a linear combination write a wavefunction for the system, You will need to normalized the final wavefunction.
anonymous
 5 years ago
A particle in an infinite potential well is known to be in either the n=2 or n=3 eigenstates. The eigenfunctions of these states are: F(x)=Asin(2(pi)x/a) and G(x)=Asin(3(pi)x/a) a)Using a linear combination write a wavefunction for the system, You will need to normalized the final wavefunction.

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anonymous
 5 years ago
Best ResponseYou've already chosen the best response.0Unfortunately, in my eyes, only God can answer this. Geez... I'll have to get back to you on this one!
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