Quantum Physics - Hamiltonian operator

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Mankul
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Hi, Can you help me with this, I don't know how to go about solving this.

Question:

Printed problem text: the time evolution of a state vector, i h-bar d/dt |psi(t)> = H-hat |psi(t)>, where H-hat is the Hamiltonian operator. Asks to show that if Q-hat commutes with H-hat and is time independent, its expectation value is constant in time.
 
You have to show "something" does not change with time. So, start with writing down an expression for that "something", then take the time derivative, and see how far you get.