Help with a review question please Test tomorrow

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SUMMARY

The discussion revolves around a physics problem involving a helium cation and its electron transitions. A particle with a kinetic energy of 90.00 x 10^-12 erg collides with a helium cation in its ground state (n=1), resulting in a post-collision kinetic energy of 8.262 x 10^-12 erg. The helium ion emits light with a wavelength of 1214 angstroms when the electron transitions to quantum level n=2. The energy of the electron in the ground state, E1, is calculated using the formula E(emit) = hc/λ, leading to the conclusion that E(emit) equals the difference in energy levels of the helium atom.

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  • Understanding of quantum mechanics, specifically electron transitions in atoms
  • Familiarity with the concepts of kinetic energy and energy conservation
  • Knowledge of the Planck-Einstein relation, E = hc/λ
  • Basic proficiency in calculating energy levels of hydrogen-like atoms
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  • Study the energy level calculations for helium and other hydrogen-like atoms
  • Learn about the implications of electron transitions and photon emission
  • Explore the derivation and applications of the Planck-Einstein relation
  • Review collision theory in quantum mechanics and its effects on energy states
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Students preparing for physics exams, educators teaching quantum mechanics, and anyone interested in atomic structure and electron behavior in ions.

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Help with a review question please! Test tomorrow

Can you please help with this review question. My test is tomorrow and I am not sure how to do this.

Helium cation behaves like hydrogen atom. A particle with kinetic energy of 90.00 x 10^-12 erg collides with a gaseous helium cation in its ground state, quantum level n=1. After the collision, the kinetic energy of the particle is found to be 8.262 x 10^-12 erg. This event is followed by the Helium ion with the electron in quantum level n=? emitting light with a wavelength of 1214 angstroms when the electron drops to the quantum level n = 2. What is the energy of the electron in the ground electronic state, E1 of the helium atom?
 
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Where exactly are you stuck? Please show your work you've done so far and post any applicable formulas or equations related to the problem.
 


Well, here is where I am.

I know that

-E(emit)=E? - E2

-E photon = hc/λ

-E2 =( -21.79 x 10 ^-12) / 4

Does this mean that E(emit) is equal to hc/λ?

If so, then hc/λ = E? - ( -21.79 x 10 ^-12) / 4

I would then take this Energy found and find what quantum level corresponds to it.

If this is correct, what do I do next? And I might be wrong somewhere
 

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