Question 1172349: Solve the question.
(a) Find eigen value corresponds to eigne vector [3 2]t for M = [1 -3]
[-2 2]
(b) If matrix M = [6 10]. Find trace of M power 4.
[-2 -3]
(c) Which one of them is toplpgical property?
(i) Boundedness (ii) Cauchey Sequence (iii) Completeness
(iv) Limit or Accumulation point (v) Length
(d) At what point ln(x)/x has point of inflection?
(e) If f(x) = x^3 - 2x and Xo = 2 is initial approximatio. What is the next approximation to the zero of f(x) according to the Newton Method?
Answer by ikleyn(52855)   (Show Source):
You can put this solution on YOUR website! .
I will help you with part (b).
Go to web-site https://www.calculator.net/matrix-calculator.html
There is very convenient matrix calculator there, free of charge.
Input your matrix there and assign the calculator to raise it to the degree 4.
You will get the answer in seconds.
Having the matrix raised to degree 4, calculate the trace.
In the future, do not pack more than one problem per post.
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Hello, every question, packed in your post, requires explanations like a separate chapter in a textbook.
When I see so many questions, packed/collected randomly in one post, I start thinking
whether the time just came to open a Psychic clinic at this forum ?
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