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Here Is The Story that happened to you earlier... but now you're on board the spaceship # 1629827854, and the captain is asking to solve tricky "ZP" (Z) Planet) problem (you know what it means when captain is "asking"... that's an order): -32-167 Find the eigenvalues, A₁, A2 of the matrix A - where A₁ A2 8 2 A₁ = A₂ = (for Z-Planet conditions!) !!! The challenge is 3D space on Planet-Z is not homogeneous, moreover it's Riemann reflective, which simply means that Eigen Procedure on Earth: 1) solve det (A-AI) - 0 for Eigenvalue(s) A, then 2) solve (A-AI) - 0 for Eigenvector(s) where Identity matrix I on Z planet is "twisted as the following: 1) solve det (A-XE) 0 for Eigenvalue(s) A, then 2) solve (A-AE)=0 for Eigenvector(s), where non-homogeneous Riemann-reflective matrix E= (all the other rules have not been changed). The researtof sth insule maceable identication arecated with your SID Read the Disclaimer for details Submit Question