Starting a journey into physics, particularly quantum mechanics, requires a solid foundation in mathematics. Recommended resources include Leonard Susskind's "Quantum Mechanics: The Theoretical Minimum" for beginners and the Feynman Lectures for a broader understanding. It's crucial to assess one's math background, including knowledge of algebra, calculus, and differential equations, as these are essential for grasping quantum concepts. The discussion emphasizes focusing on the mathematical models of quantum mechanics rather than getting caught up in interpretations or comparisons to macroscopic phenomena, which can lead to confusion. Suggested progression includes studying introductory physics textbooks, followed by Griffiths' and J.J. Sakurai's texts for more advanced understanding. Understanding partial differential equations is highlighted as vital, particularly since the Schrödinger Equation, a cornerstone of quantum mechanics, is a PDE.