Q2-61 The eigenvalues co efficient are : and eigen matrix 6 *²= [² 2 =-=4] x 12 X₁ = 0 g * = [7²³] for x ² = A π = utilize the in answer. x₁ (t) = [=] vectors for the and X₂=29 √₂ = [²1/²2) ] each eigenpain shown above, create t als independent write answers the your a solution variable and below: 7₂ (t) = [= Нг

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Q2.61
The eigenvalues
ca efficient
are :
for
and eigen
matrix
2/3
3
X ₁ = 0, ₁ = [ 1²/³]
ž
in
6
-4
*² = [1² (4] x
12
vectors for the
2₁ (t) = [=]
x
and
x ₂²2 9 √/₂ = [²+¹/² ]
g
each eigenpain shown above, create
= Aπ = utilize
t
independent
the
answer.
write
answers
als
the
your
a solution
variable
and
below:
72²₂ (+) ==
Transcribed Image Text:Q2.61 The eigenvalues ca efficient are : for and eigen matrix 2/3 3 X ₁ = 0, ₁ = [ 1²/³] ž in 6 -4 *² = [1² (4] x 12 vectors for the 2₁ (t) = [=] x and x ₂²2 9 √/₂ = [²+¹/² ] g each eigenpain shown above, create = Aπ = utilize t independent the answer. write answers als the your a solution variable and below: 72²₂ (+) ==
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