Question: Which of the following increase when an electron in a lithium atom undergoes a transition from the 1s-orbital to a 2p-orbital? (a) Energy of the electron. (b) Value of n. (c) Value of l. (d) Radius of the atom.
Can someone please explain why they all increase? Thank you!
Question 2.33 (Sixth Edition)
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Re: Question 2.33 (Sixth Edition)
(a) As shell level increases, the energy level of electrons also increase (linear relationship)
(b) The value of n directly correlates to the shell level therefore an increase from 1 to 2 would increases the value of n from 1 to 2.
(c) The value of l would increase because the electron moves from the s orbital to the p orbital which means that the l value would increase from 0 to 1.
(d) The radius of the atom increases as you increase the amount of energy shells, in the this case from n = 1 to n =2
(b) The value of n directly correlates to the shell level therefore an increase from 1 to 2 would increases the value of n from 1 to 2.
(c) The value of l would increase because the electron moves from the s orbital to the p orbital which means that the l value would increase from 0 to 1.
(d) The radius of the atom increases as you increase the amount of energy shells, in the this case from n = 1 to n =2
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Re: Question 2.33 (Sixth Edition)
Energy will increase because it is dependent on n (n increases).
n increases from 1 to 2.
l increases because it is dependent on n as well (l can be 0 to n-1).
The radius of an atom is a function of n ( as you increase the " electron shells" the wider the atom) so it also increases. Think about this one as if you kept adding hula hoops around a beach ball like rings; the more you add the bigger the hula hoop has to be to fit around the ball and previous hoops.
n increases from 1 to 2.
l increases because it is dependent on n as well (l can be 0 to n-1).
The radius of an atom is a function of n ( as you increase the " electron shells" the wider the atom) so it also increases. Think about this one as if you kept adding hula hoops around a beach ball like rings; the more you add the bigger the hula hoop has to be to fit around the ball and previous hoops.
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