I've been searching high and low but can't seem to find a general consensus. What math courses are generally required by most colleges? I appreciate any insights!
The math courses that colleges require or recommend vary significantly by institution and the program you're applying for. However, for general college readiness, a four-year high school math sequence is a common requirement. This typically includes Algebra I, Geometry, Algebra II, and a 4th math (Pre-Calculus, Calculus, or Statistics).
Liberal arts colleges and other bachelor degree programs usually mandate at least one math course, regardless of the major. More math-centric majors such as engineering or computer science may require much more advanced math courses like Linear Algebra, Differential Equations, Calculus I, II, III or even higher-level abstract mathematics.
Some colleges don't have specific math requirements for all students but instead set math requirements specific to each major. For example, arts or humanities majors may only require a basic quantitative reasoning course, meanwhile STEM majors will typically require numerous higher-level math courses.
There's also the matter of "placement," wherein a school would evaluate your math skills (via tests, transcripts, AP/IB scores, etc.) and then place you in a math course that fits your current skill level.
The best advice is to look at the admissions requirements of the colleges you are interested in, as well as the requirements for your prospective major. It will give you a better understanding of what math courses you should be taking in high school and possibly in your early years of college. If you're unsure about what major you want to pursue yet, taking a balanced curriculum with a progression of math courses will ensure you are well-prepared for a variety of fields.
CollegeVine’s Q&A seeks to offer informed perspectives on commonly asked admissions questions. Every answer is refined and validated by our team of admissions experts to ensure it resonates with trusted knowledge in the field.