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Both the items grow in size as K→∞.
In this question the origin is called a repoller
of the dynamical system. This occurs when both eiginvalues
are greater then 1 in magnitude
Anyone complete solution please
I think 2nd question is not right
As it is not required in the question
You have to find limda and from the matrix you will find that
So the origin is a saddle point
In this example ‘O’ is called the saddle point because one eigenvalue is greater than ‘1’ in magnitude and one is less than ‘1’ in magnitude. The origin attracts solution from some directions and repels them in other directions
It is mentioned in Handouts Page # 424
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