Background/Objectives: our aim is to solve puzzles using a numerical method. So we have used the Gaussian methods to solve the puzzles. For this purpose we are incorporated the linear equation for modeling the puzzles.
Methods/Statistical analysis: We Include the numerical method and adapted the gauss elimination method, gauss Jordan method and gauss seidal to solve the puzzles. So we have modeling the puzzles into linear equations and employ the numerical methods called Gaussian methods for solving the puzzles.
Findings: Here in this article we have trying to solve some critical puzzles using numerical solutions. For solving the puzzles we are employing the Gaussian method is the new one. No one using this method previously we are the first in using the Gaussian method to solve the puzzles. First, we are modeling the puzzles as a set of linear equations, the set of simultaneous equations are easily can be solved using the gauss elimination, and other Gaussian methods. In this article, we use that technique for finding the solution of the puzzles.
Application: This article is one of the real life application of numerical methods, in particularly Gaussian methods. In <30 words. In this similar manner, we can try to solve some other puzzles also. We think that it is the motivation for using the numerical methods for our critical real life situation for solving it.
