**Educational Exercise: Photon Emission by an Electron****Problem Statement:**An electron (\( m = 511 \, \text{keV}/c^2 \)) is moving at \( 0.020c \) when it collides with a metal target. The electron loses exactly half its kinetic energy and emits a photon. Use the canvas to illustrate the process. Neglect the effects of relativity and use \( hc = 1.240 \, \text{keV nm} \) to show how to find the wavelength of the photon.**Instructions:**1. **Conceptual Understanding:** - Determine the initial kinetic energy of the electron. - Calculate the energy lost by the electron as it emits the photon. - Use the energy-wavelength relationship to find the wavelength of the emitted photon.2. **Assumptions:** - Effects of relativity are neglected. - The value of \( hc \) is given as \( 1.240 \, \text{keV nm} \).3. **Formulas:** - Kinetic Energy (KE): \( \text{KE} = \frac{1}{2}mv^2 \) - Energy-Wavelength relationship: \( E = \frac{hc}{\lambda} \)4. **Calculation Steps:** - Calculate the kinetic energy of the electron before collision. - Determine the energy of the photon using the given \( hc \) value. - Solve for the wavelength \( \lambda \).**Interactive Components:**- Use the provided canvas to draw diagrams illustrating energy transfer.- Include labeled components showing initial and final states.**Submit your calculations and illustration for review.****Discussion Section:**- Discuss how neglecting relativity might affect the results.- Explore practical applications of photon emission in technology.**Feedback Mechanism:**- Interactive quizzes to test understanding of key concepts.- Summary notes available for download after completion. ---**Graphical/Diagram Explanation:**- The image lacks graphs or detailed diagrams. Consider using diagrams to visualize the process as needed.

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