Question

For the principal quantum number n=4, how many possible values are there for the angular momentum quantum number (l )? (2 points)

2
4
6
8

Answer 1

@Cuanchi

Answer 2

Is this 4?

Answer 3

What is the rule for L?

Answer 4

L = an integer from 0 to n-1

Answer 5

So when n=4, L could have values of.. ?

Answer 6

IF 4-1 is 3 then it could have values from 0 to 3. So 0,1,2,3. That is 4 possible values

Answer 7

Correct again

Answer 8

yayay!! :)

Answer 9

I don't understand this one:
How many electrons in an atom can share the quantum numbers n= 2, l = 1, and m subscript l = -1? (2 points)

2
4
6
8

Answer 10

(2,1,-1, ) Is it similar to the last question?

Answer 11

but i'm not sure how i would figure it out

Answer 12

Since 3 of the 4 are the same, the only QN that will be different is the last one. How many possible values can ms have?

Answer 13

ms can have 2 values

Answer 14

Since there are only 2 possible values and 3 of the 4 are already assigned, how many electrons will have those QNs?

Answer 15

(2, 1, -1, +1/2) is the first, and (2, 1, -2, -1/2) must be the second. No other possibilities exist

Answer 16

That second one should still be (2, 1, -1, -1/2)

Answer 17

oh so only 2 possibles

Answer 18

ahh that makes sense, thank you! :)

Answer 19

so the answer is only 2

Answer 20

It is only 2

Answer 21

You should close all these finished questions to free up the space

Answer 22

they are all closed :)

Answer 23

My app is still showing them all. It's probably me