**Spectrum Scale Problems for Educational Purposes**Mark the following on the spectrum scale and indicate the region of the spectrum (IR, UV, etc.) in which each lies. For each, find a more precise value for frequency and wavelength in standard units than you can read from the plot.1. **Bond vibration corresponding to a wavelength: 6.5 μm** - *Task:* Find energy (E) in joules.2. **Energy required to break a CH bond: 413 kJ/mol** - *Task:* Find wavelength (λ) in nm.3. **Energy required to remove an inner electron from a C atom: 308 eV** - *Task:* Find wavelength (λ) in nm.4. **One of the rotational frequencies of a molecule: 12 GHz = 12,000 MHz** - *Task:* Find wavelength (λ) in nm.5. **Ionization energy of hydrogen atom: 13.6 eV** - *Task:* Find wavelength (λ in nm) and energy (E in kJ/mol).6. **Frequency of a radio station: 91.7 MHz** - *Task:* Find wavelength (λ) in meters.7. **The energy of the n=4 to n=2 transition in hydrogen atom** - *Task:* Find wavelength (λ) in nm.This exercise engages students in understanding and converting different forms of energy and wavelengths on the electromagnetic spectrum.

Wavelength(λ), energy(E) and frequency(ν) are related through the equation given below: E = h*ν =…

Mark the following on the spectrum scale and indicate the region of the spectrum (IR, UV, etc) in which each lies. For each, find a more precise value for frequency and wavelength in standard units than you can read from the plot. (1) Bond vibration corresponding to a wavelength: 6.5 um (find E in J) (2) Energy required to break a CH bond: 413 kl/mol (Find 2 in nm) (3) Energy required to remove an inner electron from a C atom: 308 eV (Find 2 in nm) (4) One of the rotational frequencies of a molecule: 12 GHz = 12,000 MHz (2in cm) (5) lonization energy of hydrogen atom: 13.6 ev(ain nm, E in k5/mol) (6) Frequency of a radio station: 91.7 MHz (Find 2 in m) (7) The energy of the n=4 to n=2 transition in H atom (Find in nm)

Mark the following on the spectrum scale and indicate the region of the spectrum (IR, UV, etc) in which each lies. For each, find a more precise value for frequency and wavelength in standard units than you can read from the plot. (1) Bond vibration corresponding to a wavelength: 6.5 um (find E in J) (2) Energy required to break a CH bond: 413 kl/mol (Find 2 in nm) (3) Energy required to remove an inner electron from a C atom: 308 eV (Find 2 in nm) (4) One of the rotational frequencies of a molecule: 12 GHz = 12,000 MHz (2in cm) (5) lonization energy of hydrogen atom: 13.6 ev(ain nm, E in k5/mol) (6) Frequency of a radio station: 91.7 MHz (Find 2 in m) (7) The energy of the n=4 to n=2 transition in H atom (Find in nm)

Chemistry

10th Edition

ISBN:9781305957404

Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Chapter1: Chemical Foundations

Section: Chapter Questions

Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...

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