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A^1000 can be founded just discovering the pattern
A = -2*-3*(n-1)
B = -9*n
C = n
D = 4+3*n
where n is the nth power of A
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Linear Algebra Foundations #7 - The 1000th Power of a Matrix
You are viewing a single comment's thread. Return to all comments →
A^1000 can be founded just discovering the pattern
A = -2*-3*(n-1)
B = -9*n
C = n
D = 4+3*n
where n is the nth power of A