2. The discrimination distance in microscopes is given by Ax = 1/Sin@x where A is the %3D wavelength of the light used and 0 is the angle of view of the lens. In a microscope that can see the lens at an angle of 60 degrees with 6000 Å light, according to the Heisenberg principle a) Find the velocity of a powder grain with 0.1 grams. b) If the electron were moving instead of powder grain, what would its speed be? Compare and interpret both results.

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Chapter30: Atomic Physics
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2. The discrimination distance in microscopes is given by Ax = 1/Sin@x where A is the
%3D
wavelength of the light used and 0 is the angle of view of the lens. In a microscope that
can see the lens at an angle of 60 degrees with 6000 Å light, according to the Heisenberg
principle a) Find the velocity of a powder grain with 0.1 grams. b) If the electron were
moving instead of powder grain, what would its speed be? Compare and interpret both
results.
Transcribed Image Text:2. The discrimination distance in microscopes is given by Ax = 1/Sin@x where A is the %3D wavelength of the light used and 0 is the angle of view of the lens. In a microscope that can see the lens at an angle of 60 degrees with 6000 Å light, according to the Heisenberg principle a) Find the velocity of a powder grain with 0.1 grams. b) If the electron were moving instead of powder grain, what would its speed be? Compare and interpret both results.
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