Explanation 1) Concept: Here, we need to use the equation of conservation of energy. The incident energy of photon should be equal to the scattered energy of photon and the kinetic energy gained by the target material. 2) Formula: i) E i = E f + K 3) Given: i) Figure 38.21 of graph of K vs angle ϕ . ii) The energy gained by target material is K. 4) Calculations: Let us consider the collision of a photon and the stationary free electron, which gets scattered after collision. According to the conservation of energy, we can write E i = E f + K where, E i is the initial energy of photon

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Author: Halliday

Publisher: John Wiley & Sons Inc (US)

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Chapter 38, Problem 6Q

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The nature of end point of the graph shift: upward, downward, or same?

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tionary free electron gains when a photon scatters from it. We can plot K versus the an- gle o at which the photon scatters; see curve 1 in Fig. 38-21. If we switch the target to be a stationary free proton, does the end point of the graph shift (a) upward as suggested by curve 2, (b) downward as suggested by curve 3, or (c) remain the same? 3. 180° Figure 38-21

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The nature of end point of the graph shift: upward, downward, or same?

Solution Summary: The author explains the equation of conservation of energy, wherein incident energy of photon and kinetic energy gained by target material are equal to each other.

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To find: The nature of end point of the graph shift: upward, downward, or same?

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Chapter 38 Solutions

To find:

The nature of end point of the graph shift: upward, downward, or same?