Recent content by Avibu

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    Find an appropriate matrix according to specific conditions

    It is ! :) It means there are no appropriate matrices. Thank you so much for your time and your assitance!
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    Find an appropriate matrix according to specific conditions

    Ok so, u=2v { Av = 10v { Au = 20u { Av = 10v { A(2v) = 20(2v) { Av = 10v { 2(Av) = 40v { Av = 10v { Av = 20v I think I missed the point , I can see what you are trying to do but still can't figure it out
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    Find an appropriate matrix according to specific conditions

    If I put those equations from step 3 (above) in a matrix , I will have 2 rows filled with 0's and Rank A < Rank(A|b) => No solution? I would apprciate if you could explain it better than I do ,becasue I really want to understand what I am doing and how it should be solved.
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    Find an appropriate matrix according to specific conditions

    I am not sure if I understood your question but the vectors seem to be linearly dependent
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    Find an appropriate matrix according to specific conditions

    I am facing some difficulties solving one of the questions we had in our previous exam. I am sorry for the bad translation , I hope this is clear. In each section, find all approppriate matrices 2x2 (if exists) , which implementing the given conditions: is an eigenvector of A with eigenvalue...