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Math Help - linear indep-exams soon

  1. #1
    n22
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    linear indep-exams soon

    Hello,
    please see attachment and help me solve it.
    thanks
    Attached Thumbnails Attached Thumbnails linear indep-exams soon-linear-indep.jpg  
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  2. #2
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    Re: linear indep-exams soon

    What do you think might be a good start to this problem?
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  3. #3
    n22
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    Re: linear indep-exams soon

    Hello,
    Here is what i think.Please check.Btw I really like your lady gaga equation!
    To prove this we must show linear independence
    beginning by first finding scalarslambda1,lambda2 such that
    lamda1v1+lambda2v2=o
    now for linear indep-form a simultaneous eqn
    if and only if
    lamda1v1 =0
    lamda2v2=0;
    then v1 is not equal to v2 nor is lamda1 equal to lamda2
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  4. #4
    n22
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    Re: linear indep-exams soon

    Quote Originally Posted by Prove It View Post
    What do you think might be a good start to this problem?
    Hello,
    Here is what i think.Please check.Btw I really like your lady gaga equation!
    To prove this we must show linear independence
    beginning by first finding scalarslambda1,lambda2 such that
    lamda1v1+lambda2v2=o
    now for linear indep-form a simultaneous eqn
    if and only if
    lamda1v1 =0
    lamda2v2=0;
    then v1 is not equal to v2 nor is lamda1 equal to lamda2
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