Square matrix A has eigenvalues and eigenvectors A₁ = 2, with corresponding eigenvector ₁ (3), A₂ = −1, with corresponding eigenvector 72 = What is A(v₁ + √₂) is equal to? (3)

Q1 b. Please help me out with this question, please step by step Differential Equations

A H the eigenvalues X₁ = 2 and A₂ = -1, respectively. What is A(v₁ + V₂)? Suppose A is a 3 x 3 matrix with eigenvectors V₁ A 3 2 B Ⓡ = 0 and V₂ = 2 -2 corresponding to D H

(a) Find the eigenvalues and eigenvectors of the matrix A. Call them A1 and A2 and the corresponding eigenvectors v(1) and v(2). (b) Show that l2 = 1; and v2) = v(1)*, where the * indicates complex conjugation. %3D