How to survive the Squid Games using probability theory

TL;DR

This paper explores how probability theory can be applied to develop survival strategies in specific Squid Game challenges, demonstrating the use of binomial distribution and other probabilistic methods.

Contribution

It provides a novel analysis of Squid Game challenges using probability theory, offering practical strategies for survival based on statistical models.

Findings

Hopscotch can be solved with binomial distribution analysis.

Warships requires more complex probabilistic approaches.

Strategies improve chances of survival in game scenarios.

Abstract

In this paper, we consider how probability theory can be used to determine the survival strategy in two of the ``Squid Game" and ``Squid Game: The Challenge" challenges: the Hopscotch and the Warships. We show how Hopscotch can be easily tackled with the knowledge of the binomial distribution, taught in introductory statistics courses, while Warships is a much more complex problem, which can be tackled at different levels.