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Triple post, my bad.

the vector set they give us is [B1, B2,....Bm],

Do \[C_1B_1+C_2B_2+C_NB_N=0\] and factor where possible.

k thanks, do you see where this would be proven though?

nvm I think I read the question wrong

Are you figuring out subspaces?

Show that three vectors a,b,y which lie in the same plane must be linearly dependent

So if they are all in the same plane, they can be represented by some variation of (S1V1+S2V2=a)

Yep.

k thanks again, how you feeling about your test tomorrow/

Pretty good. I'm not too worried, just gotta be able to derive something if I go absent minded.