International Research Journal of Education and Technology

In the Number Theory and Mathematics, to find solutions of equations in integers is one of the oldest and significant mathematical problem since the second millennium B.C. ancient Babylonians who managed to find solutions of the equations systems with two unknowns. Different types of equations and systems were started to extend by Diophantus in third century A.D. Since then, many mathematicians have been working on the different types of Diophantine equations. Working on non-linear Diophantine equations of degrees higher than two worthy of notice success was acquired just in the 20^th century.