As value of n increases, difference in energy between 2 levels decreases.
So, there is greater energy difference between n=4 to n=1 as compared to energy between n=5 and n=2.
So, n=4 to n=1 will result in greater emission energy
Answer: n=4 to n=1
1. Which involves an emission of greater energy in the H atom, an emission from n=5...
In an atom, an electron jumps from an energy level of n = 5 to an energy level of n = 2. During this process, a photon was emitted by the atom. a photon was absorbed by the atom. a proton was emitted by the atom. a proton was absorbed by the atom. Now, compare the energy either emitted or absorbed by the atom in Scenario 1 to the energy emitted or absorbed in Scenario 2. An electron jumps from...
Calculate the energy for the transition of an electron from the n=1 level to the n= 7 level of a hydrogen atom. AE = Joules Is this an Absorption (A) or an Emission (E) process? Calculate the energy for the transition of an electron from the n=1 level to the n=5 level of a hydrogen atom. AE = Joules Is this an Absorption (A) or an Emission (E) process? Calculate the energy of an electron in the n= 3 level...
If the n=2 level in an atom has an energy of -3.665 EV and the n=2 to n=1 transition results in the emission of light with a wavelength of 541.62 nm, what is the ionization energy (in EV) of an electron in the n=1 level? Enter your answer with the correct number of sig figs.
The following is a diagram of energy states and transitions in the hydrogen atom -n infinity ENERGY Match each of the responses below with the correct arrow from the figure. 1.) The emission line with the longest wavelength. 2.) The absorption line with the shortest wavelength. 3.) The emission line with the lowest energy 4.) The absorption line with the highest energy 5.) The emission line with the lowest frequency. 6.) The line corresponding to the ionization energy of hydrogen.
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-obtain wavelengths for the hydrogen emission lines and then calculate the energy levels according to bohr's theory - determine wavelengths in nm associated with following transitions of the H atom: nf = 1 with ni = 2, 3, 4 nf = 2 with ni = 3, 4, 5 nf = 3 with ni = 4, 5, 6 Hydrogen יויויין יויויויויויויוי 400 500 600 700 Fig e: Hydrogen emission spectra for calculations 1 1 Rydberg Equation: -R, a n 1 1...
True statements about the absorption and emission of energy by an atom include which of the following? I. An atom can only absorb photons of light that have certain specific energies. II. An atom can emit photons of light of any energy. III. At low temperature, the lines in the absorption spectrum of an atom coincide with the lines in its emission spectrum that represent transitions to the ground state. A. I only B. III only C. I and III...
1. How many lines would be in the emission spectrum of hydrogen if the hydrogen atom had only 4 energy levels? 2. What was the initial energy level of an electron if it was excited by a photon of wavelength 0.656µm and jumped to an energy level of 3? 3 .Calculate the frequency of visible light emitted by electron drop from n=233000 in Balmer series of hydrogen atom.
Answers for questions 1-12 please The energy level diagram for a hydrogen atom is shown. The following 000 ev questions are about the energy levels of the hydrogen atom. An0544 ev -1.51 ev 0.850 ev electron jumps from the n 5 level to the n 1 level. 1. Will this result in an emission line, or an absorption line in then-3 n 4 spectrum of this atom? 2. Which excited state did the electron start at? n-2 3.40 ev 2....
1. An electron in a hydrogen atom decays from energy level n-5 to n-4. What frequency of photon is emitted in this transition?