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I got span[-1 1] for lambda -1 and span [-2 1] for lambda -2
I think in the lambda -2 case you might have made a mistake because row reduced echelon form of the matrix is: [1 1/2; 0 0]
Therefore if v1 == - 1/2*v2, you then multiply by -2 and you get [-2 1] as the solution for the vector v.
I double checked this solution.
Nonetheless, I have no idea how to enter this into the solution box!
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Linear Algebra Foundations #10 - Eigenvectors
You are viewing a single comment's thread. Return to all comments →
I got span[-1 1] for lambda -1 and span [-2 1] for lambda -2
I think in the lambda -2 case you might have made a mistake because row reduced echelon form of the matrix is: [1 1/2; 0 0]
Therefore if v1 == - 1/2*v2, you then multiply by -2 and you get [-2 1] as the solution for the vector v.
I double checked this solution.
Nonetheless, I have no idea how to enter this into the solution box!