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  1. Problems practice. Here is an excerpt from Galileo's report of his attempt to determine the speed of light in a vacuum. Let each of two persons take a light contained in a lantern, or other receptacle, such that by the interposition of the hand, the one can shut off or admit the light to the vision of the other. Next let them stand opposite each other at a distance of a few cubits and practice ...

  2. Problem 12: Water waves with a wavelength of 7.8 cm are created in a ripple tank by two in-phase sources bobbing up and down at the same frequency. The waves form an interference pattern in the space surrounding the sources. A point on the fourth nodal line is a distance of 58.2 cm from the nearest source. Determine the distance from this same ...

  3. Problem Set LW2 – Frequency-Wavelength-Speed 2. Use the light speed and a given frequency or wavelength value for a light wave to calculate the wavelength or the frequency of the wave. Includes 5 problems. Problem Set LW3 – Speed of Light. Use the value of the speed of light to relate the distance that light travels to the time of travel.

    • Under what conditions can light be modeled like a ray? Like a wave?
    • Why is the index of refraction always greater than or equal to 1?
    • Does the fact that the light flash from lightning reaches you before its sound prove that the speed of light is extremely large or simply that it is greater than the speed of sound?
    • Speculate as to what physical process might be responsible for light traveling more slowly in a medium than in a vacuum.
  4. You were introduced to two very popular equations concerning electromagnetic energy: the speed of light and the energy emitted from photons. Using the equations below, you will solve basic electromagnetic problems: C = f * λ .and. Δ E = h * f. (4) A ray, emitted from the sun, is shining through your kitchen window into a prism.

  5. 21. Energy is absorbed into the filters. 23. Sunsets are viewed with light traveling straight from the Sun toward us. When blue light is scattered out of this path, the remaining red light dominates the overall appearance of the setting Sun. 25. The axis of polarization for the sunglasses has been rotated 90° 90 °.

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  7. 1.S: The Nature of Light (Summary) Thumbnail: An EM wave, such as light, is a transverse wave. The electric E→ E and magnetic B→ B fields are perpendicular to the direction of propagation. The direction of polarization of the wave is the direction of the electric field. In this chapter, we study the basic properties of light.