Calculate the 4th line of the Balmer Series

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SUMMARY

The discussion focuses on calculating the wavelength of light for the 4th line of the Balmer Series using the Rydberg Equation. Participants confirm that substituting n1 = 2 and n2 = 6 into the equation is the correct approach. The Rydberg Equation is essential for determining the wavelengths of spectral lines in hydrogen. The calculated wavelength can then be compared with known values for validation.

PREREQUISITES
  • Understanding of the Rydberg Equation
  • Basic knowledge of atomic spectra
  • Familiarity with quantum numbers
  • Ability to perform mathematical substitutions
NEXT STEPS
  • Research the Rydberg Equation in detail
  • Learn how to calculate wavelengths for different lines in the Balmer Series
  • Explore the significance of quantum numbers in atomic transitions
  • Investigate the historical context and applications of the Balmer Series
USEFUL FOR

Students in physics or chemistry, educators teaching atomic structure, and anyone interested in spectroscopy and the behavior of hydrogen atoms.

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Homework Statement



Calculate wavelength of light the 4th line of the Balmer Series.

Homework Equations


The Rydberg Equation
7c53df3d1d6bba9ca9ba2a89f7f3baae.png



The Attempt at a Solution


Do I simply sub in 2 for n1 and 6 for n2?
 
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miniradman said:

Homework Statement



Calculate wavelength of light the 4th line of the Balmer Series.

Homework Equations


The Rydberg Equation
7c53df3d1d6bba9ca9ba2a89f7f3baae.png



The Attempt at a Solution


Do I simply sub in 2 for n1 and 6 for n2?

Try it and see... you can always look up the wavelengths for the series to compare your result.
 

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