Welcome, all Fuqua class of 2023 hopefuls. Let's use this platform to get to know each other, exchange ideas, discuss app/strategies? Who is applying?? Let us know by commenting below. Join Duke Fuqua chat Fuqua MBA Deadlines Round Application Deadline Interview decision sent Decisions Released Deposit deadline Early Action Sep 23, 2020 Oct 8, 2020 Oct 27, 2020 Dec 15, 2020 Round 1 Oct 20, 2020 Nov 10, 2020 Dec 18, 2020 Feb 25, 2021 Round 2 Jan 7, 2021 Feb 02, 2021 Mar 20, 2021 Apr 23, 2021 Round 3 Mar 25, 2021 Apr 08, 2021 Apr 30, 2021 May 14, 2021 Fuqua Decision Tracker & Historical Admit Data | Add Fuqua to your profile Fuqua MBA Essays Required short-answer essay question: What are your post-MBA career goals? Share with us your first choice career plan and your alternate plan. Instructions: Answer the following question in 500 characters only (the equivalent of about 100 words). First required essay: 25 random things about yourself Instructions: Present your response in list form, numbered 1 to 25. Some points may be only a few words, while others may be longer. Your complete list should not exceed two pages. Second required essay: The Fuqua community and you Instructions: Your response should be no more than 300 words. Optional essay: Tell us more Please do not upload additional essays or additional recommendations in this area of the application, and limit your response to one page. Analysis of Fuqua Essay By: MBADecoder | PersonalMBACoach | myEssayReview | Accepted.com Need a Duke profile Evaluation? Post it here > Experiential learning opportunities at Fuqua Connect with a Fuqua Student Fuqua in MBA Spotlight https://www.youtube.com/watch?v=jtoS7TPU7DQ

fatnani , 3 WLs means 3 times the pain

Indians I guess will be admitted only if other admitted indians forego their admits

I think you are right Indians replace Indians Did anyone else do MBA math? or no one had a low score lol ?

fatnani , I did, not sure how much it helps

lol all of us have done it hahaha

ille shunya zero @coolnotcold you already have darden and kellogg right?

Hey guys can you enlighten me with this question.. A man has 5 blue and 4 yellow balls in a bag. Without looking in the bag, he takes out a ball, replaces it in the bag and takes out another blue? What is the probability that he: a. gets 2 blue balls? b. gets a blue ball and then a yellow ball? c. gets a yellow ball and then a blue ball? d. gets only one blue ball? HELP