# Break it down for me. I am having a hard time understanding this concept with vectors...

Break it down for me. I am having a hard time understanding this concept with vectors ーに! 6t Let H be the set of all vectors of the form | 5t | Find a vector v n R3 such that H = Span() Why does this show that H is a subspace of R3? H Span v for v  #### Earn Coin

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• ### Why does this show that H is a subspace of R3? O A. The vector v... Why does this show that H is a subspace of R3? O A. The vector v spans both H and R3, making H a subspace of R3. OB. The span of any subset of R3 is equal to R3, which makes it a vector space. OC. It shows that H is closed under scalar multiplication, which is all that is required for a subset to be a vector space. OD. For any set of vectors in R3, the span of...

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• ### 3t Let W be the set of all vectors of the form 5 +5 5s Show... 3t Let W be the set of all vectors of the form 5 +5 5s Show that W is a subspace of R* by finding vectors u and v such that W=Span{u,v). 5s Write the vectors in Was column vectors 31 5 4 5t = su + tv 5s 5s What does this imply about W? O A. W = Span(u,v} OB. W = Span{s.t O C. Ws+t OD. W=u+v

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This is alot so if you want to break it into two repsonsesthat would be ok and I will give lifesaver karma points for allresponses. Than you so much.1.) Let V be a vector space and W = v1,...vn. Prove thaspan(W) is a subspace of V.2.)Consider the vector space R^3. Let V = {(1,2,-1), (1,1,0),(1,0,1)}. For each of the following questions, please give clearjustifications for your answers.A.) Is V linearly independent?B.) Is w = (2,1,1) in span(V)?C.) Find span(V). Does...

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