The operators of annihilation and creation t are defined by: (** = +i- 2h...

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The operators of annihilation â and creation ât are defined by: (** â = +i- 2h P X -i- mw at = 2h -1 where w is a constant with dim ensions of sec Obtain the uncer tain ty relation for î and p for an arbitrary eigenstate |n) and show that only in the ground state is the product of uncertainties minimized. The operators of annihilation â and creation ât are defined by: (** â = +i- 2h P X -i- mw at = 2h -1 where w is a constant with dim ensions of sec Obtain the uncer tain ty relation for î and p for an arbitrary eigenstate |n) and show that only in the ground state is the product of uncertainties minimized.