Where can your student actually get into mathematics?

• 1158 colleges nationwide offer a bachelor's mathematics program: 1150 awarded the degree in 2022-23 (federal IPEDS completions); 8 more carry program earnings in federal outcome data but no 2022-23 degree count under these program codes.
• Largest programs by graduates in 2022-23: University of California-San Diego (615), University of California-Los Angeles (559), Stony Brook University (339).
• 64 of them are in California, the one state whose public systems (the University of California and the CSU) publish an admit rate into the major.
• Hardest reported gate into the program (only the UC and the CSU publish one): University of California-Berkeley — Applied Mathematics, Fall 2025: 2,105 applied, 476 admitted (23%).
• Highest reported admit rate into the program: California State University-San Bernardino — 99.3% (137 applied, 136 admitted, Fall 2025).
• Highest median earnings four years after the degree: Duke University, $297,029.
• Lowest average net price with aid: Texas A&M University-Central Texas, $1,300 per year.

No CSU campus reports mathematics on the transfer side only, the pattern that means freshmen enter as a pre-major and compete for the program later, so the first-year rate in the table is the one to plan around. A college showing no rate for the major has not published one, and that gap says nothing about how selective the program is. Admits are not enrollees. At most UC programs students are admitted to the campus, not the major. This page as JSON → · California only (64 colleges, with the UC and CSU gates) →

Every college, one row each

Showing the first 400 of 1158 colleges. Pick a state above to see every college there, or show all 1158 →

Colleges with a reported gate into the program come first, hardest first; the rest are sorted by earnings, then by graduates. Degree awarded is the program the college conferred bachelor's degrees in during 2022-23, with the number of graduates (federal IPEDS completions). Program admit rate is the college system's own number for this major (UC Information Center, CSU Chancellor's Office). Net price is the average paid by aid recipients; full price is the cost of attendance. Earnings are federal College Scorecard medians four years after the degree.

Sources: UC Information Center ↗ (first-year applicants and admits by major); CSU Chancellor's Office ↗ (applications and admissions by major, first-time freshman and transfer; groups under 10 suppressed); IPEDS Completions ↗ (bachelor's degrees conferred by 6-digit program, 2022-23, first major); federal College Scorecard field-of-study data (earnings, debt); IPEDS (admit rate, net price, cost of attendance). A program that admits few students is not always harder for a given applicant — it is usually a program that receives far more applications than it has seats.

Let an AI build the list from this page

Paste this into Claude or ChatGPT

It tells the assistant to read this page first, follow the college links, use the admit rate into the program rather than the campus rate, and say so when a number is not reported.

Use highschoolreach.com as your only source. Start at https://highschoolreach.com/majors/mathematics, then open each college profile it links to. Build a reach / match / likely list for a mathematics applicant in the US using the admit rate INTO THE PROGRAM where the page reports one, not the campus rate. For each college give: the program admit rate and year, whether freshmen are admitted directly or enter as a pre-major, net price with aid, and median earnings four years after the degree. Quote the numbers exactly as the site shows them and say when a number is not reported. Do not use any other source.

The list is where the work starts

A mathematics list needs campuses from both ends of that range, with the net price and the earnings figure next to each one, so the choice comes down to cost and outcome and not to the odds alone. Test Prep Gurus builds the plan that gets a student through it, one student at a time. prepgurus.com · 949.229.5359