https://www.brown.edu
Brown is a leading research university , home to world-renowned faculty and also an innovative educational institution where the curiosity, creativity and intellectual joy of students drives academic excellence.
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https://en.wikipedia.org /wiki/Brown_University
Brown University is a private Ivy League research university in Providence, Rhode Island. Founded in 1764 as the College in the English Colony of Rhode Island and Providence Plantations, Brown is the seventh-oldest institution of higher education in the United States and one of the nine colonial colleges chartered before the American Revolution. At its foundation, Brown was the first college in North America to accept students regardless of th…
https://admission.brown .edu
As 2020 comes to an end, we look forward to the opportunities and optimism the new year will bring. As a reminder, The deadline to apply Regular Decision to Brown University is 11:59 p.m. in your local time zone on January 5, 2021. 1. Brown Undergraduate Admission. 5mo.
https://www.usnews.com /best-colleges/brown-university -3401
Brown University is a private institution that was founded in 1764. It has a total undergraduate enrollment of 7,160, its setting is city, and the campus size is 146 acres. It utilizes a semester ...
https://home.brown .edu/about/visit
Brown is committed to ensuring a fully equitable experience for individuals with disabilities. This campus accessibility map shows accessible entrances, parking, paths and lift locations. campus accessibility map. Accessible campus tours are also available. To request one, please contact the admission office directly at 401-863-2379.
https://admission.brown .edu/apply/how-apply
To apply to Brown you must submit a $75 non-refundable application fee, or a fee waiver. As part of our commitment to make a Brown University education accessible to students from all income backgrounds, Brown is making automatic application fee waivers available to more students. Application Fee Waiver.
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