Introduction To Health Physics
Introduction To Health Physics
5th Edition
ISBN: 9780071835275
Author: Johnson, Thomas E. (thomas Edward), Cember, Herman.
Publisher: Mcgraw-hill Education,
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Chapter 2, Problem 2.37P

Calculate the speed of a
(a) 0.5-MeV electron and
(b) 25-MeV electron.

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It can be shown that the group velocity is ßc and the phase velocity is c/ß where ß= v/c. (Enter your answers, in terms of c, to at least four significant figures.) Find the group velocity of 5.7 MeV protons. 0.1102 X C Find the phase velocity of 5.7 MeV protons. 9.113✔ с Find the group velocity of 5.7 MeV electrons. 4.7 X с Find the phase velocity of 5.7 MeV electrons. 1.0034 C
How much work is done by a gold nucleus placed inside a uniform electric field with a potential difference of 220V? (atomic number of Au = 79) O 2.78 microjoules O 2.78 nanojoules O 2.78 femtojoules O 2.78 picojoules
Two electrons are initially held at rest 5pm away from each other. they are then released. when the two electrons are far away from each other, how fast are they moving? remember 1pm=10^-12m. the answer should be 7.1 x 10^6m/s? answer is 7.1x10^6 m/s. please help me calculate this answer value?

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Introduction To Health Physics

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