Check the boxes corresponding to the true statements below.
1).
There exist distinct vectors u,v,w∈M2(R) such that span({u,v+w}) = span({u+v,w}).
2)
There exist distinct vectors u,v,w∈R3 such that span({u,v})≠ span({u,w}).
3).
There exist distinct vectors u,v,w,x∈M2(R) such that span({u,v,w})≠ span ({v,w,x}) and span({u,v,w})≠ span({u,v,x}).
4).
There exist vectors u,v,w∈R3 such that span({u,w})≠ span ({u,v,w}) but span({u,v})=span({u,v,w})
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Answer:
this is of which class and subject
HarshavardhniA:
This is from nptel online course . subject : linear algebra
Answered by
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Answer:
true
true
false
true
I think it helps you
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