0.1 0.3 1. The transition matrix A = with eigenvalues 1 and -0.2, and corresponding eigen- 0.9 0.7 vectors and (a) Find a closed formula for the power A', where t is arbitrary positive integer. (b) Find lim A' without using A'. (c) Find lim A'ão for any distribution vector o , (that is, c1 +c2 = 1.) %3D

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Chapter2: Second-order Linear Odes
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[0.1 0.3
0.9 0.7
with eigenvalues 1 and -0.2, and corresponding eigen-
1.
The transition matrix A =
%3D
vectors
and
(a) Find a closed formula for the power A', where t is arbitrary positive integer.
(b) Find lim A' without using A'.
(c) Find lim Aão for any distribution vector o =
, (that is, ci +c2 = 1.)
Transcribed Image Text:[0.1 0.3 0.9 0.7 with eigenvalues 1 and -0.2, and corresponding eigen- 1. The transition matrix A = %3D vectors and (a) Find a closed formula for the power A', where t is arbitrary positive integer. (b) Find lim A' without using A'. (c) Find lim Aão for any distribution vector o = , (that is, ci +c2 = 1.)
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