When comparable game boards were found on roofing tiles about 1300 BC, they were used to develop these games, which were based on ancient Egyptian archaeological evidence.

In the first century BC, Aristotle said that the game of tic-tac-toe had its origins in the city of Rome. The fact that each player only got three pieces meant that they had to shift them around in order to fill up the holes. Because we wanted to make the game as simple as possible, each player was only given three pebbles, which they had to transfer to open locations in order to keep moving forward. Archaeologists have uncovered chalk grid designs that look similar to the game in and around Rome. Picaria, a Puebloan game played on a basic grid, is substantially the same as three men's morris in terms of strategy and tactics. It's a simple grid game in which each row must have all three of its components fulfilled.

Despite the fact that the game's title has changed multiple times throughout the years, they all signify the same thing. A journal established in 1858, Notes and Queries, coined the term "noughts and crosses" to describe the way numbers were arranged (nought being an alternate word for zero). To be more specific, the term "tick-tack-toe" was first used in literature in 1884, referring to "a children's game played on a slate, consisting of attempting to bring the pencil down on one of the numbers in a set, with the number hit being scored," rather than to a specific game in particular. In the absence of a citation, this quote is insufficient. It is named "tic-tack" to refer to a variation of backgammon that was first mentioned in 1558 and is still in use today. "tic-tack" is also a synonym for the game of "tic-tac-toe." Cockatiel is a variation on the classic board game "noughts and crosses," which was popular in the United States for most of the twentieth century but has since waned in popularity there.

A computer game designed in 1952 by British computer scientist Sandy Douglas for the EDSAC computer at the University of Cambridge, it is still in use today (also known as Noughts and Crosses). It is regarded as one of the first known video games. The researchers discovered that when they compared computer-versus-human tic-tac-toe, the machine player constantly triumphedplay tic tac toe.

In 1975, MIT students played tic-tac-toe with the goal of improving the toys' capacity to do difficult computations. It demonstrates that, despite its small size, the Tinkertoy computer is capable of doing effectively at play tic tac toe. The exhibition will be on display at the Museum of Science in Boston through December 31s.

The player who obtains the letter "X" in the first round is allotted three different and significant areas on his or her board to mark for the rest of the game. Initially, it seems that the surface may be placed in nine different ways, with each location matching to one of the grid's nine squares. However, this is not the case. It turns out that every corner mark on the first round board is also every corner mark on the second round board in terms of strategic importance. Edge (side middle) markings are similar to other edges, with the exception of the fact that they are positioned on the edge (side middle). A strategic viewpoint, there are only three possible beginning points: the corner, the edge, and the middle of the field (see diagram). The starting locations allowed on the field are the corner, edge, and center of the field. The corner of the room is the most convenient of the three locations. Starting in a corner, on the other hand, forces the opponent to play the smallest amount of squares possible in order to win the game. Due to the fact that the players are not flawless, you may assume that making a first move in the corner is better in this circumstance. That is not the case. In this circumstance, according to a more in-depth analysis, an initial move in the middle of the board would be the best choice for X to play tic tac toe. If X's first mark is not replied to, the second player is required to concede the game and accept the victory. The letter "O" will be added to the end of this player's name. A player who opens a corner with a center mark must always answer with a center mark, and the same is true in the other direction. There are a variety of methods to react to an edge opening, depending on the context and understanding of the end user. Anything else jeopardizes X's ability to achieve victory by force. Following the beginning, O's goal will be to force a tie or, if the opponent plays badly, to win the match.

Put together an n-number sequence by playing numerous board games in succession. Men's Morris (for three to nine players), pente, gomoku, Qubic, Gobblet, and Mojo are just a few of the games that are available. Mojo, Toss Across, and Toss Across are just a few examples of such games. For example, in the game of cockroaches, two players alternate playing turns on the board until one of them accumulates k in a consistent manner, at which time the game is declared finished. Tic-tac-generalization toe's is even more expansive in terms of application breadth than Harary's enlarged version of the game. As an extension of the preceding concept, players may decide on which hypergraph they want to use to play the game, with rows representing hyperedges and cells representing vertices.