What atomic number of an element X would have to become so that the 4th orbit around would fit inside the 1 both orbit of the h atom
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Answers
Answered by
33
ĂñßwƏR
16
•By definition of Bohr radius ao,
•r=n2(Zao),r= radical distance from the nucleus of a H-like atom
•So, if we want r=ao,
•Z=n2(rao)=n2(aoao)=n2
•For the 4th Bohr orbit, n=4,
•⇒Z=42=16
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Answered by
1
Explanation:
By definition of Bohr radius a
o
,
r=n
2
(
Z
a
o
),r= radical distance from the nucleus of a H-like atom
So, if we want r=a
o
,
Z=n
2
(
r
a
o
)=n
2
(
a
o
a
o
)=n
2
For the 4
th
Bohr orbit, n=4,
⇒Z=4
2
=16
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