what is the dimension formula of ryeberg constant
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Correct option is
C
[M
0
L
−1
T
0
]
Using the relation,
λ
1
=R(
n
1
2
1
−
n
2
2
1
) where n
1
&n
2
denote orbit number and so are dimensionless
Therefore dimensions of R=
L
1
=L
−1
=[M
0
L
−1
T
0
]
C
[M
0
L
−1
T
0
]
Using the relation,
λ
1
=R(
n
1
2
1
−
n
2
2
1
) where n
1
&n
2
denote orbit number and so are dimensionless
Therefore dimensions of R=
L
1
=L
−1
=[M
0
L
−1
T
0
]
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