Recent content by whyayeman

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    Do Vectors [a, b, c] with c - a = 2b Form a Vector Space?

    woodyallen, How do i prove the linear combination? Could you please elaborate? you draw me towards mathematics :)
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    Do Vectors [a, b, c] with c - a = 2b Form a Vector Space?

    woodyallen, thats exactly my question... for this specific equation, how do I prove that a,b,c form a vector space in such a way that c -a =2b? thanks
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    Do Vectors [a, b, c] with c - a = 2b Form a Vector Space?

    Hi rasal, thanks for the reply. But how do I make sure that c-a=2b? thats where I get confused. thanks a lot.
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    Do Vectors [a, b, c] with c - a = 2b Form a Vector Space?

    Hi Office_shredder, exactly..could you please explain?
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    Do Vectors [a, b, c] with c - a = 2b Form a Vector Space?

    Hi, could you please tell me the collection of 3- vectors [a,b,c] form a vector space such that c - a =2b . Could you please explain it? thank you so much.
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    Solution to inhomogenous linear equation

    Mark44, beautifully explained. so L(u1 - u2) = L(u1) - L(u2) = 0 ? Am I right?
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    Solution to inhomogenous linear equation

    Hi thanks for the response. Yes, there are two systems Lu= 0 and Lu=g. I read in a book that the consequence of linearity is that if you add a homogenous solution to and inhomogenous solution , you get an inhomogeneous solution, you get an inhomogenous solution. They have not explained why?
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    Solution to inhomogenous linear equation

    How do I show the difference of two solutions of an inhomogenous linear equation Lu=g with the same g is a solution of the homogenous equation Lu=0. Your help is much appreciated. thanks a lot.
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