1. A free electron has the wavefunction p(x, t) = sin(kx – wt) and wave number k = 50nm-1 1.1 Determine the electron's de Broglie wavelength. 1.2 Determine the electron's momentum. 1.3 Determine the electron's kinetic energy.

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1.
A free electron has the wavefunction
p(x, t) = sin(kx – wt)
and wave number k = 50nm-1
1.1 Determine the electron's de Broglie wavelength.
1.2 Determine the electron's momentum.
1.3 Determine the electron's kinetic energy.
2.
An electron is trapped in an infinite potential well of width 1 cm. For what value of n will
electron have an energy of 2 eV?
3.
Give the Born interpretation of the wavefunction.
Transcribed Image Text:1. A free electron has the wavefunction p(x, t) = sin(kx – wt) and wave number k = 50nm-1 1.1 Determine the electron's de Broglie wavelength. 1.2 Determine the electron's momentum. 1.3 Determine the electron's kinetic energy. 2. An electron is trapped in an infinite potential well of width 1 cm. For what value of n will electron have an energy of 2 eV? 3. Give the Born interpretation of the wavefunction.
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