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Given V={(a,b,c)| ∈R, c=a+b-1}. Is V subspace from R^3?
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what are the things you need to check to verify that this is a subspace?
axioma- tization of geometry I guess
no, you have to show that V is closed under addition and scalar multiplication do you know what that means?
then I have to check the addition and scalar multiplication by the definition?
...and make sure that they are still in V why don't you see what you get when you multiply any vector in V like (x,y,x+y-1) by a scalar c ?
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okay, i'll try, thank you
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