[PDF] AIME PrActIcE QuEstIons

AIME PrActIcE QuEstIons

2014 AIME l, Problem "Consider having the same color as the union of two disjoint events Calculate the probability of each event " Solution Answer (144): The event "both balls have the same color" is the union of two disjoint events, "ball 1 and ball 2 are both green" and "ball 1 and ball 2 are both blue '

2021 INVITATIONAL COMPETITIONS

The AIME I is administered on Wednesday, March 10, 2021 The AIME II is administered on Thursday, March 18, 2021 Students who qualified for the AIME will automatically be registered to take the AIME I If a competition manager cannot administer the AIME I and needs to administer THE MATHEMATICAL ASSOCIATION OF AMERICA

Economic Evaluation of AIME Mentoring

AIME educational mentoring program and is intended to assist AIME in communicating the full impact of its mentoring program to key stakeholders The AIME program looks to deliver a range of benefits through addressing disadvantage The diagram below shows the key drivers/challenges, the strategic responses used and how AIME

Modular Arithmetic in the AMC and AIME

freeman66 (May 13, 2020) Modular Arithmetic in the AMC and AIME We consider all other cases according to the signs of aand b Case 1: b>0;a>0 In order to prove the theorem, there are two parts: rst, to show the existence of these integers q;r, and second, to show their uniqueness For the existence, for each n 0 de ne r n= a nb Let S= n jr

Common AIME Geometry Gems

Common AIME Geometry Gems Dennis Chen July 30, 2018 0 Preface Some geometry problems show up on a lot of AIME handouts This is either because they are strong openers, are particularly insightful, or are challenging closers This handout is a collection of the ones that appear most frequently, so expect this handout to be just a few pages

AIME Solution Set 2015 - David Altizios Web Page

AIME Solution Set 2015 David Altizio January 12, 2018 Abstract These problems are ones I have collected from my problem-solving over the past few years that resemble AIME level problems, except that none of them have actually appeared on the AIME Each problem (should)

AIME Practice Set 2015 - David Altizios Web Page

David Altizio AIME Practice Set 2015 Page 3 2 Combinatorics 1 A random pizza is made by ipping a fair coin to decide whether to include pepperoni, then doing the same for sausage, mushrooms, and onions The probability that two random pizzas have at least one topping in common can be written in the form m n where mand nare positive integers

37th Annual AIME I - Peters Township School District

AIME Strategies - Dylan Yu

AIME, where a lot of the older techniques / types of problems don’t show up as much, meaning the problems are a) harder and b) need more creativity Thus, it is a good idea