Part C. Quantitative Determination of the Hydrogen Atom Emission Spectrumblo no arisado.(AED) (C.1). In a spreadsheet, enter the wavelength values based on your measurement for the hydrogen lamp emission. AUL (C.2). Using Excel and the Rydberg equation for the Balmer series (eqn. 4 on page E40B-2), determine the values of n for each of your measured wavelengths. These should be integers, so round your results to the nearest whole number. (To avoid writing a very complex formula, you can do this calculation in multiple steps.) (C.3). It is known that these lines correspond to the values of n = 3, n = 4, n = 5. Make another table in Excel and use the known values of n to calculate the expected wavelengths for these quantum numbers and determine the percent error for your results. (This is the reverse of the calculation for C.2. Again, it is easier to do this calculation in multiple steps.)
Part C. Quantitative Determination of the Hydrogen Atom Emission Spectrumblo no arisado.(AED) (C.1). In a spreadsheet, enter the wavelength values based on your measurement for the hydrogen lamp emission. AUL (C.2). Using Excel and the Rydberg equation for the Balmer series (eqn. 4 on page E40B-2), determine the values of n for each of your measured wavelengths. These should be integers, so round your results to the nearest whole number. (To avoid writing a very complex formula, you can do this calculation in multiple steps.) (C.3). It is known that these lines correspond to the values of n = 3, n = 4, n = 5. Make another table in Excel and use the known values of n to calculate the expected wavelengths for these quantum numbers and determine the percent error for your results. (This is the reverse of the calculation for C.2. Again, it is easier to do this calculation in multiple steps.)
Chapter28: Atomic Spectroscopy
Section: Chapter Questions
Problem 28.7QAP
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Transcribed Image Text:Part C. Quantitative Determination of the Hydrogen Atom Emission Spectrumblo
no arisado.(AED)
(C.1). In a spreadsheet, enter the wavelength values based on your measurement for the hydrogen lamp emission.
AUL
(C.2). Using Excel and the Rydberg equation for the Balmer series (eqn. 4 on page E40B-2), determine the values of n for each
of your measured wavelengths. These should be integers, so round your results to the nearest whole number. (To avoid writing
a very complex formula, you can do this calculation in multiple steps.)
(C.3). It is known that these lines correspond to the values of n = 3, n = 4, n = 5. Make another table in Excel and use the
known values of n to calculate the expected wavelengths for these quantum numbers and determine the percent error for your
results. (This is the reverse of the calculation for C.2. Again, it is easier to do this calculation in multiple steps.)
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