2 QuantizationA mass of m = 1.5 kg oscillates at the end of a spring with a spring constant k = 20N/m. According to Planck'shypothesis, the energy of this system is quantized: Ex = N-hfo, where h is Planck's constant, fo is the natural frequencyof the oscillator, and N is the quantum number of the oscillator.(a) What is the spacing between energy levels of the spring, AE = EN41 – Ex?(b) If the amplitude of oscillation is xo = 3.00 em, what is the approximate quantum number N of the system?(c) The energy required to ionize a hydrogen atom is 13.6 ev. Determine a mass m and a spring constant k that wouldgive this spacing between energy levels: i.e., AE = 13.6eV.(d) Critical Thinking: Based on what you have learned in this problem, why might it difficult to observe quantumeffects with everyday objects?

Answered: 2 Quantization A mass of m = 1.5kg…

Similar questions

2 Quantization A mass of m= 1.5 kg oscillates at the end of a spring with a spring constant k = 20 N/m. According to Planck's hypothesis, the energy of this system is quantized: EN = N-hfo, where his Planck's constant, fo is the natural frequency of the oscillator, and N is the quantum number of the oscillator. (a) What is the spacing between energy levels of the spring, AE = EN+1-EN? (b) If the amplitude of oscillation is xo = 3.00 cm, what is the approximate quantum number N of the system? (c) The energy required to ionize a hydrogen atom is 13.6 eV. Determine a mass m and a spring constant k that would give this spacing between energy levels: i.e., AE = 13.6 eV. (d) Critical Thinking: Based on what you have learned in this problem, why might it difficult to observe quantum effects with everyday objects?
an am radio station broadcasts with power of 20KW, emitting 2.7x10^31 photons per second. Determine frequency in Khz
H06
2. A particle of matter is moving with a kinetic energy of 6.55 eV. Its de Broglie wavelength is 1.34 x 10^-12 m. What is the mass of the particle? 4.68E-26 kg 1.40E-25 kg 1.99E-25 kg 1.17E-25 kg
2. Assume now that an electron is not a point but a sphere of radius R over whose surface the electron charge is uniformly distributed. a) Find the total enery associated with the electric field built up by the "electron sphere". b) If you equate the total electric energy you get in a) with the rest mass energy of electron Eo mc², Calculate the value of R. = R is often called the classical radius of the electron.
What is the frequency of the emitted photon when an electron in a hydrogen atom jumps from n = 5 to n = 2 state? a) 2.30*106 Hz b) 6.91*1016 Hz c) 6.91*1014 Hz d) none of these.