The gauss-Seidel iterative method can be used for solving a set of

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The gauss-Seidel iterative method can be used for solving a set of linear algebraic equation only. The Gauss-Seidel iterative method is a numerical technique used to solve a system of linear equations. This method is an iterative procedure that repeatedly improves an initial guess for the solution until a specified tolerance is reached. While the Gauss-Seidel method is most commonly used to solve linear systems of equations, it can also be used to solve other types of problems, such as partial differential equations, integral equations, and optimization problems. However, the method typically requires the problem to be formulated in a way that can be written in terms of a system of linear equations.

The gauss-Seidel iterative method can be used for solving a set of

Linear differential equations only

The linear algebraic equation only

Both linear and nonlinear algebraic equations

Both linear and nonlinear differential equations

The correct answer is `No. 2: The linear algebraic equation only`

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The gauss-Seidel iterative method can be used for solving a set of

Linear differential equations only

The linear algebraic equation only

Both linear and nonlinear algebraic equations

Both linear and nonlinear differential equations

The correct answer is No. 2: The linear algebraic equation only

The correct answer is `No. 2: The linear algebraic equation only`