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Show that if A is diagonalizable, with all eigenvalues
Chapter , Problem 10E(choose chapter or problem)
QUESTION:
Problem 10E
Show that if A is diagonalizable, with all eigenvalues less than 1 in magnitude, then Ak tends to the zero matrix as . [Hint: Consider Akx where x represents any one of the columns of I .]
Questions & Answers
QUESTION:
Problem 10E
Show that if A is diagonalizable, with all eigenvalues less than 1 in magnitude, then Ak tends to the zero matrix as . [Hint: Consider Akx where x represents any one of the columns of I .]
ANSWER:
Solution 10E
As