To begin learning quantum mechanics, foundational knowledge in mathematics and physics is essential. Key mathematical topics include calculus, differential equations, linear algebra, and operator theory. In physics, a solid understanding of classical mechanics, electromagnetism, and special relativity is crucial, typically covered in the first two years of an undergraduate program. Recommended resources include introductory texts like Zetilli's Quantum Mechanics, which should be worked through thoroughly, including examples and problems.For those aiming to delve deeper into quantum mechanics, familiarity with Hamiltonian and Lagrangian mechanics, advanced differential equations, complex analysis, and abstract algebra is necessary. This advanced material can often be studied alongside introductory quantum mechanics. Overall, a structured approach through undergraduate-level courses in both math and physics is the best pathway to mastering quantum mechanics.