Question: fQuestion 4: Using that commutation relation, show that the following two equations are true: zl+| Im> = {m + we I ha) IzI_ | Im}

 \fQuestion 4: Using that commutation relation, show that the following twoequations are true: zl+| Im> = {m + we I ha) IzI_
| Im} = {m l)i_| Im) So now we can use theseand the fact that 2 is an operator with an Eigenvalue equation

\fQuestion 4: Using that commutation relation, show that the following two equations are true: zl+| Im> = {m + we I ha) IzI_ | Im} = {m l)i_| Im) So now we can use these and the fact that 2 is an operator with an Eigenvalue equation I z|.~IIII) mllm) to make the claim that I+ and L are indeed raising and lowering operators. In words, describe what it is about the above two equations that permit us to make this olaim

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