Recent content by Hazel Appraiasal

I don't think so because the total current of the parallel circuit must be 0.01 amps which if I calculated correctly results in a total resistance of the parallel circuit to be 10 000 and then I can subtract resistances from there.

This is all I've done. I figure that if I add all of the resistances of the series circuit then find the current, I could then use that current to solve the parallel circuit. I got something around 0.01 amp so I figure that the total current of the parallel circuit must be 0.01 amp and then I...

Summary:: How de you find the missing resistor (R6) in this problem. I assume you take the current flow of the parallel circuit to find the resistance of R6 but I feel like there is still some missing information

Thanks for the advice bro, I really appreciate it! God bless my man

Okay okay, I guess these solves a lot for me THANK YOU SO MUCH PEROK, I never would have gotten the lesson without you. Cheers Bro!

So, if I understand correctly The difference between using regular "psi" and "ket" is that psi is used to denounce the state that something is in while ket refers to adding the possibility of the two states together?

So, ##\psi_1## refers to a state that it could be in? But in the video example, you gave me, I didn't see a lot of it

Hmm, so they don't occur, per se, they just happen that way? Also, what does the number mean in the subscript? $$\psi = 2\psi_1 - \psi_4 + 3\psi_8$$

Okay okay, I am starting to get the hang of it. So does the thing I said above practically explain how superpositions happen? Or are there more things needed for them to occur? Like interference waves, wave function collapse and what not

H Hmm, so let me get this straight In QM, a state of a quantum system is denoted by the symbol "psi" or ##\psi## or ##|\psi \rangle##. A quantum state can be in a state where they're at that point it just denoted by ##\psi = \psi_5## or ##\psi = \psi_{16}## for example (I don't know if the...

What does E mean here?

I am so sorry to say this but I can't make sense of this. Hahahaha 😂 I get the first part where you are getting the sum of the probability of the states but after that, it kinda just falls apart for me. I'm so sorry

What is an eigenstate?

I've read about how it was a thought experiment, so I am caught up with that. I was just wondering how superpositions happen lol. Thanks for the help though

Hmm, what about electron superposition spins? What kind of superposition are they?