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The coefficient matrix in the global matrix format of the algebraic equations is a ______________

(a) sparse matrix

(b) dense matrix

(c) diagonal matrix

(d) symmetric matrix

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Correct option is (a) sparse matrix

To explain I would say: Each row in the coefficient matrix represents an equation corresponding to a single node. This equation contains coefficients of the neighbouring elements only depending on the element connectivity of the owner element. So, all other elements of that row become zero. This makes the coefficient matrix sparse.

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