Normal No Spacing Heading Heading D. A- 三加 。、田 Paragraph Styles Part D. Energy Calculations The table below contains some information about four photons in the emission spectrum of Hydrógen. Perform the calculations needed to fill in the blanks in the table. You can refer to the diagram shown in Part D (Figure 5) if you find it helpful. Recall that for the Hydrogen atom, the following equation can be used 1 1 = R ,2 Where R = 1.097 x 107 m-1. %3D Table 1: Three photons in the Hydrogen emission spectrum. Photon A B C Initial n Final n 1 1 Energy (kJ/mol) 1230 Wavelength (nm) 123.3 Frequency (Hz) 7.32 x 1014 Spectral region Coleulete the ionization eneray (in k /moll and the related wavelenath for the

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Chapter1: Chemical Foundations
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Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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Would you be able to fill in table 1?
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ces
• A A
Aa v Ao
Normal
No Spacing Heading Heading
xA A-
田。
at
Paragraph
Styles
Part D. Energy Calculations
The table below contains some information about four photons in the emission spectrum
of Hydrógen.
Perform the calculations needed to fill in the blanks in the table. You can refer to the
diagram shown in Part D (Figure 5) if you find it helpful.
Recall that for the Hydrogen atom, the following equation can be used
1
R
%3D
Where R, = 1.097 x 107 m 1
Table 1: Three photons in the Hydrogen emission spectrum.
Photon
C
Initial n
6.
Final n
1
2
Energy (kJ/mol)
1230
Wavelength (nm)
123.3
Frequency (Hz)
7.32 x 1014
Spectral region
2. Calculate the ionization energy (in kJ/mol) and the related wavelength for the
hydrogen atom. (Hint: lonization energy is the energy required to remove an electron
completely from an atom.)
E Investigate
Transcribed Image Text:Mailings Review View Help ces • A A Aa v Ao Normal No Spacing Heading Heading xA A- 田。 at Paragraph Styles Part D. Energy Calculations The table below contains some information about four photons in the emission spectrum of Hydrógen. Perform the calculations needed to fill in the blanks in the table. You can refer to the diagram shown in Part D (Figure 5) if you find it helpful. Recall that for the Hydrogen atom, the following equation can be used 1 R %3D Where R, = 1.097 x 107 m 1 Table 1: Three photons in the Hydrogen emission spectrum. Photon C Initial n 6. Final n 1 2 Energy (kJ/mol) 1230 Wavelength (nm) 123.3 Frequency (Hz) 7.32 x 1014 Spectral region 2. Calculate the ionization energy (in kJ/mol) and the related wavelength for the hydrogen atom. (Hint: lonization energy is the energy required to remove an electron completely from an atom.) E Investigate
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