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Mathematics, 24.03.2020 02:29 andrew763
Prove the part of the theorem which lets w be any solution of Ax = b, and defines vh = w - p. Show that v_h is a solution of Ax = 0. This shows that every solution of Ax = b has the form w = p + v_h, with p a particular solution of Ax = b and v_h a solution of Ax = 0. Let w and p be solutions of Ax = b. Substitute for v_h from the equation w = p+ v_h.
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Prove the part of the theorem which lets w be any solution of Ax = b, and defines vh = w - p. Show t...
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