Question: Gauss algorithm 5. Use the Gauss-Jordan Algorithm to find the point of intersection for each of the following systems of 3-D planes: 3x +2y +z

Gauss algorithm

5. Use the Gauss-Jordan Algorithm to find the point of intersection for each of the following systems of 3-D planes: 3x +2y +z =1 x +2y +32 = 3 ( a) x ty 2 (b) 2x +4y +7z 2 y +z = 3 3x +5y +7z =1 You must use the Gauss-Jordan Algorithm as described in class, and depict clearly, in the usual manner, your elementary operations and the point of intersection. 6 points

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