The nim game is a traditional two-player game where players take turns removing objects from piles. This study explores different ways to win the game using math, modifying the game rules, and using game trees. By converting numbers to binary, using XOR operations, and making strategic modifications, players can increase their chances of winning. The research shows that with the right strategies, players can achieve equal chances of winning. Game trees are used to visualize different game scenarios, helping players make informed decisions. Overall, the study successfully identifies winning strategies for the nim game, modifies the game for better balance, and demonstrates how game trees can lead to victory.