Explicitly solve the Heisenberg equations of motion to find the time–dependent raising and lowering (creation and annihilation)
operators for a one-dimensional oscillator in the Heisenberg picture. Show these operators are consistent with the time–dependent position and momentum operators previously derived in Lecture
<span>1. Radio-Lights at night - 2. Microwave to heat up your food 3. (and it makes your computer and wifi work that allows you to login and get us to do your homework for you).</span>