4. Consider a set of orthonormal eigenfunctions 4i of the operator 4 (where 4 = a, 9. ) and the so called "shift" operator x which has the effect of converting an eigenfunction to the next one in the series that is XPi = Pi+l %3D Calculate the expectation value of the observable associated with 4x for a system described by Y =Pi +P2 +P3
4. Consider a set of orthonormal eigenfunctions 4i of the operator 4 (where 4 = a, 9. ) and the so called "shift" operator x which has the effect of converting an eigenfunction to the next one in the series that is XPi = Pi+l %3D Calculate the expectation value of the observable associated with 4x for a system described by Y =Pi +P2 +P3
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![4. Consider a set of orthonormal eigenfunctions of the
operator 4 (where 4 = a, 9. ) and
the so called "shift" operator x which has the effect of
converting an eigenfunction to the
next one in the series
that is
XP; = Pi+l
Calculate the expectation value of the observable associated
with 4x for a system described by
Y = P1 +P2 +P3](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fec2e0781-35f3-401c-9827-54e5b5cb2dc4%2F5c284916-1f12-4f90-95ee-f07057392182%2Fsh7xsj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:4. Consider a set of orthonormal eigenfunctions of the
operator 4 (where 4 = a, 9. ) and
the so called "shift" operator x which has the effect of
converting an eigenfunction to the
next one in the series
that is
XP; = Pi+l
Calculate the expectation value of the observable associated
with 4x for a system described by
Y = P1 +P2 +P3
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