If A is the matrix associated to the system (S), so that the system can be...

 

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If A is the matrix associated to the system (S), so that the system can be written in the form -( Ak X Y Z -k h+k 2h + 1 the linear transformation lk: R IR associated to Ag with respect to the canonical basis of R. Determine for what values of k dim Im/k = 3. O Determine for what values of k dim Ker l = 2. For k = 0 is the transformation lo diagonalizable? If A is the matrix associated to the system (S), so that the system can be written in the form -( Ak X Y Z -k h+k 2h + 1 the linear transformation lk: R IR associated to Ag with respect to the canonical basis of R. Determine for what values of k dim Im/k = 3. O Determine for what values of k dim Ker l = 2. For k = 0 is the transformation lo diagonalizable?

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To determine the dimension of the image of the linear transformation Ik associated with Ak we need t... View the full answer