Aime 1986 Problem 5 Information Guide

  1. Introduction of Aime 1986 Problem 5
  2. Core Information
  3. Recent Updates
  4. Deep Dive
  5. Summary

Introduction of Aime 1986 Problem 5

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Core Information

1986 AIME Problem 5 News
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Similar AIME 1986 Problem 5, Find smallest positive integer n such that (n^4 + 24)/(n+5) an integer
Similar AIME 1986 Problem 5, Find smallest positive integer n such that (n^4 + 24)/(n+5) an integer
2016 AIME Prob 5
2016 AIME Prob 5
AIME 1986 PROBLEM | American Math Olympiad
AIME 1986 PROBLEM | American Math Olympiad
2024 AIME Problem 5
2024 AIME Problem 5
2021 AIME I #1-5 Problems and Solutions
2021 AIME I #1-5 Problems and Solutions
2018 AIME Prob 5
2018 AIME Prob 5
2017 AIME Prob 5
2017 AIME Prob 5
1983 AIME problem 5.
1983 AIME problem 5.
AIME 1986 Problem | Maths Olympiad | Pre RMO | RMO | Mathematics | Sahil Sir
AIME 1986 Problem | Maths Olympiad | Pre RMO | RMO | Mathematics | Sahil Sir
[NEW] 2026 AIME I Problem #5 (Law of Cosines)
[NEW] 2026 AIME I Problem #5 (Law of Cosines)
1983 AIME Problem 12 - Solution + Motivation
1983 AIME Problem 12 - Solution + Motivation

Deep Dive

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Last Updated: September 30, 2026

Summary

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Summary

STEMerch twitter.com/merch_ste SUb to Competitive Playlist: ... What is that largest positive integer n for which n^3+100 is divisible by n+10? 9 year old showing her love of math by solving Actually, k=2, 11, 22 is the full set of possible k values. I skipped over k=2 when I first did this To tidy up this last detail, we need to show that the solutions we find after stripping away the logs do not force any of the log( ) ... QUESTION from Long Le: Why can we equate the fractional part of the numbers? I mean, couldn't you just add the integral to ...

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