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A particle is free to move in one dimension. At the time of t = 0, it is known that the wave function is p(x,0) = a and q are real constants. Specify: 1) Expectation value (x), (x²) and Ar 2) Wave function in momentum space o (p) and probability density 3) Expectation value (P), (p<) and Ap 4) Does it meet Heisenberg's inequality?

A particle is free to move in one dimension. At the time of t = 0, it is known that the wave function is p(x,0) = a and q are real constants. Specify: 1) Expectation value (x), (x²) and Ar 2) Wave function in momentum space o (p) and probability density 3) Expectation value (P), (p<) and Ap 4) Does it meet Heisenberg's inequality?

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A particle is free to move in one dimension. At the time of t = 0, it is known that the wave function is p(x,0) = iqx- a and q are real constants. Specify: 1) Expectation value (x), (x²) and Ar 2) Wave function in momentum space o (p) and probability density 3) Expectation value (P), (p<) and Ap 4) Does it meet Heisenberg's inequality?
Transcribed Image Text:A particle is free to move in one dimension. At the time of t = 0, it is known that the wave function is p(x,0) = iqx- a and q are real constants. Specify: 1) Expectation value (x), (x²) and Ar 2) Wave function in momentum space o (p) and probability density 3) Expectation value (P), (p<) and Ap 4) Does it meet Heisenberg's inequality?
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