LSAT & Law School Calculators

Free tools for every stage of the application cycle. No signup required.

Updated for 2025-26 cycle

LSAT Score & Percentile Calculator

Convert raw score (0-76) to scaled score (120-180) and LSAC percentile rank.

LSAC 2022-2025 testing data

Law School Admissions Probability

Acceptance odds across the T14 plus a detailed breakdown for any one of 195 ABA-accredited law schools.

ABA 509 disclosures

Frequently asked questions

What data do these calculators use?
The percentile lookup uses LSAC's official 2022-2025 testing-year percentile data. The raw-to-scaled conversion is an approximation of recent LSAT curves; real curves vary by a point or two per sitting due to LSAC equating. The admissions calculator uses the ABA Annual Questionnaire (Fall 2025 JD applicant and enrollee data, published 2025-12-15), the disclosures every accredited law school is required to file. Source: abarequireddisclosures.org.
Which calculator should I use?
If you're studying and want to translate your raw practice-test score, use the score and percentile calculator. If you have an LSAT and GPA and want to know your odds at a specific school, use the admissions probability calculator.
How accurate are the probability estimates?
The model uses each school's reported LSAT and GPA percentile spread (25th, 50th, 75th) together with its overall selectivity to estimate where an applicant stands. Treat the output as a competitiveness benchmark, not a verdict. Real admissions decisions weight personal statements, work experience, demographics, and yield modeling that no public dataset captures. The estimate is most reliable for splitter and reverse-splitter profiles where LSAT and GPA dominate the decision.
Are these calculators free?
Yes. Every calculator above is fully usable without signup or payment. Some have a Pro tier that adds extras (the admissions calculator tracks odds against your saved target-school list and adds tier-by-tier charts that update with your synced scores), but the free version of each is complete and useful on its own.