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You know very well that the classical trajectory of a charged particle (charge q, mass m) in the uniform magnetic field B (directed, say, along the z-axis) is helical: the particle moves with constant velocity along the field lines and executes a circular motion in the perpendicular (xy) plane with the cyclotron frequency

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Answer:

Check the explanation

Step-by-step explanation:

Stationary states might as well be illustrated in a simpler form of the Schrödinger equation, It utilizes the theory of energy conservation (Kinetic Energy + Potential Energy = Total Energy) to acquire information about an electron’s behavior that is been bound to a nucleus.

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You know very well that the classical trajectory of a charged particle (charge q, mass-example-1
You know very well that the classical trajectory of a charged particle (charge q, mass-example-2
You know very well that the classical trajectory of a charged particle (charge q, mass-example-3
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