Explanation Given Info: The kinetic energy of electron and positron is 420KeV. The rest energy of electron is 0.511MeV. The rest energy of positron is 0.511MeV Formula Used: 2E=(E e +E e ¯ -2KE) • ‘ E ’ is the energy of the proton. • ‘ E e ’is the rest energy of the electron. • ‘ E e ¯ ’ is the rest energy of positron. • KE is the kinetic energy of electron and positron The formula to calculate wavelength is, λ= hc E • ‘ λ ’is the wave length of proton. • ‘E’ is the energy of the proton. • ‘h’ is the Planck’s constant. Calculation: Substitute 0.511MeV for ‘ E e ’, 0.511 MeV for ‘ E e ¯ ’, 420 KeV for kinetic energy, to find energy of each proton ‘E’ 2E=(0 .511MeV)× ( 10 3 × KeV MeV ) +(0 ...

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Chapter 32, Problem 21P

To determine

The wavelength of the proton ( $λ$ )

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Chapter 32, Problem 20P

Chapter 32, Problem 22P

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