Calculating Electron Speed in a Magnetic Field

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To calculate the speed of an electron moving in a magnetic field, the induced magnetic force must equal the centripetal force acting on the electron. The relevant formulas include the Lorentz force law, which describes the force on a charged particle in a magnetic field, and the equations for centripetal motion. Given the magnetic field density of 0.002 T and the dimensions of the screw, the speed can be derived mathematically. The expected result is approximately 7.6 Mm/s. Understanding these principles is crucial for solving similar physics problems.
Andreii
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Hi everyone

I would like to ask, how can i resolve this task:

electron is moving inside the magnetic field with density 0.002 T on the shape of screw with radious 2 cm (centimeters) and height of screw 5 cm. What is electron's speed? The result is 7.6 Mm/s but I am trying to see how do i get this result?

Thank you for formulas and tips.
 
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