The discussion centers on the importance of algebra and mathematics in pursuing a degree in physics, particularly astrophysics. A freshman expresses frustration with algebra, specifically the quadratic formula, and questions its relevance in studying physics. Respondents emphasize that a strong foundation in algebra is crucial for success in physics courses, including introductory classes like Physics 234. They clarify that while course numbering varies by institution, the mathematical requirements remain significant across the board.Participants highlight that physics involves various levels of math, including calculus, linear algebra, and differential equations, which are essential for understanding concepts such as planetary motion and the expansion of space. They stress that mastering algebra and other mathematical techniques is necessary for tackling complex physics problems. Suggestions for resources, such as Mary Boas's "Mathematical Methods in the Physical Sciences," are provided to help the original poster understand the math involved in their studies. Overall, the consensus is that overcoming a dislike for math is vital for anyone serious about a career in physics or astrophysics.