The ratio of wavelength values of series limit lines is paschen and Balmer series respectively are
1. 4:9
2. 9:4
3. 2:3
4. 3:2
Answers
Explanation:
The ratio of wavelength values of series limit lines is paschen and Balmer series respectively are
The ratio of wavelength values of series limit lines is paschen and Balmer series respectively are1. 4:9
The ratio of wavelength values of series limit lines is paschen and Balmer series respectively are1. 4:92. 9:4
The ratio of wavelength values of series limit lines is paschen and Balmer series respectively are1. 4:92. 9:43. 2:3
The ratio of wavelength values of series limit lines is paschen and Balmer series respectively are1. 4:92. 9:43. 2:34. 3:2✓✓
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Answer:
The answer is A-4:9
Explanation:
Firstly
Value of n1 for Balmer series = 2
Value of n2 = ∞
Formula is,
λB1 = R[n121 - n221]
λB1 = R[221 - ∞21]
λB1 = 4R
λB = R4
Secondly
Value of n1 for Paschen series = 3
Value of n2 = ∞
λP1 = R[n121 - n221]
λP1 = R[321 - ∞21]
λP1 = 9R
λP = R9
Lastly
λB : λP = R4 × 9R
λB : λP =4:9
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