27.In the quantum theory of hydrogen, as an electron drops to lower EPE orbit, it emits a photon with missing energy equal to
A. ΔQ, i.e., themal equilibrium
B. (Δm)c2
C. Δ(EPE)
Answer:
According to the quantum theory of a hydrogen atom, the energy difference between the two energy states is exactly equal to the difference between the their individual energies.
That means
E = E2 - E1 = h
,
where
is the fequency of the emitted photon.
Therefore, an electron drops from an exited energy state to the ground state, then the energy of the emitted photon is equal to the Δ(EPE)
Hence, option(C) is correct.
27.In the quantum theory of hydrogen, as an electron drops to lower EPE orbit, it emits...
In the quantum theory of hydrogen, as an electron drops to lower EPE orbit, it emits a photon with missing energy equal to O (Am) c2 AQ, i.e., themal equilibrium O A(EPE) Which of the following statements is true about diffraction and the relative sizes of gaps and wavelengths? The size of the wavelength and gap does not matter. There is always a lot of diffraction. O If the wavelength is a lot bigger than the gap, there will not...
26. Can an object be moving at a constant speed, but still have acceleration? A. Yes, because the object is gaining speed at a constant rate. B. Yes, because the object is changing direction. C. No, if it's moving at a constant speed it is not accelerating. D. No, because the object will eventually slow down. 27.In the quantum theory of hydrogen, as an electron drops to lower EPE orbit, it emits a photon with missing energy equal to A....
A hydrogen atom emits a photon of wavelength 656 nm. From what energy orbit to what lower-energy orbit did the electron jump?
A hydrogen atom emits a photon of wavelength 486 nm. From what energy orbit to what lower energy orbit did the electron jump? ninitial= nfinal=
What photon wavelength is emitted when an electron in a hydrogen atom drops from an orbit with a radius of 3.3856x10m to the ground state?
Does Bohr's theory of the hydrogen atom predict that it is possible for the electron in a hydrogen atom to orbit the nucleus with any possible radius? Yes, there are an infinite number of possible orbits, so that every radius is possible. O No, while there are an infinite number of possible orbits of different radii, the radii have only distinct values, not continuous values. O No, there are only a finite number of possible orbits of different radii. +-/1...
An electron in an excited state of a hydrogen atom emits two photons in succession, the first at 2624 nm and the second at 97.20 nm, to return to the ground state (n=1). For a given transition, the wavelength of the emitted photon corresponds to the difference in energy between the two energy levels. What were the principal quantum numbers of the initial and intermediate excited states involved?
Interactive LearningWare 30.1 reviews the concepts that play roles in this problem. A hydrogen atom emits a photon that has momentum 6.460 × 10-27 kg·m/s. This photon is emitted because the electron in the atom falls from a higher energy level into the n = 1 level. What is the quantum number of the level from which the electron falls? Use values of h = 6.626 × 10-34 J·s, c = 2.998 × 108 m/s, and e = 1.602 ×...
PLEASE HELP WITH THESE THREE QUESTIONS What is the orbital frequency (in Hz) of the electron as it orbits about the nucleus in the n = 100006 state of the Hydrogen atom? You can obtain this from the Bohr Model of the Atom by using the equations for the radius of the orbit and the speed of the electron. Since the orbital frequency is the number of revolutions per second that the electron undergoes as it orbits, you can determine...
2) (5 points) A hydrogen atom at rest is in a state of quantum number n=6. The electron jumps to a lower state, emitting a photon of energy 1.13 eV. (a) What is the quantum number of the state to which the electron jumped? (b) What is the ratio of the angular momentum of the electron after the emission of the photon? (c) Estimate the recoil speed of the hydrogen atom due to emission of the photon.