7. Consider the system Ax = g and any c-inverse A c of the m x n

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7. Consider the system Ax = g and any c-inverse Ac of the m x n matrix A. Let h1, h2,..., hr be any set of vectors from En, and let c1, c2,..., cr be any set of scalars. Show that if the system is consistent the vector y is a solution to the system where y = Acg + ∑i=1rci(I - AcA)hi.

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