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Linear Algebra
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Let V={f|f: R-> R, f (0)=0, f'(0)=0}. Show that V is a vector space over the real numbers
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I hope I'm not oversimplifying this, but is this just a matter of showing that the 8 or so axioms hold for the set?
Yes but am not sure how to start
Which particular axioms are you having trouble with?
How to begin
Please, try to check the properties of a generical vectror space
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