Find the (real) eigenvalues and eigenvectors of the following matrices: 1 0 [5 11 a. A...

 

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Find the (real) eigenvalues and eigenvectors of the following matrices: 1 0 [5 11 a. A = [₁] - 1 - Check if V₁ = [¹₁] is an eigenvalue for A = eigenvectors. b. B = 3 = [o 51 [2] without finding the eigenvalues and If A = (2,1,3), B = (-1,0, -2), C = (0,1,0) are points in 3D space: a. Find the equation of the line passing through A and C. b. Find all the angles in triangle ABC. Find the (real) eigenvalues and eigenvectors of the following matrices: 1 0 [5 11 a. A = [₁] - 1 - Check if V₁ = [¹₁] is an eigenvalue for A = eigenvectors. b. B = 3 = [o 51 [2] without finding the eigenvalues and If A = (2,1,3), B = (-1,0, -2), C = (0,1,0) are points in 3D space: a. Find the equation of the line passing through A and C. b. Find all the angles in triangle ABC.

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