and Consider the subspaces of V = R¹X3. Find a matrix X EV such that UnW = span{X}. X=[ U = span{[-1 -1 -2],[-4 −1 −9]} Wspan{[4 -2 2],[-2 1 -13]}

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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and
of V = R¹X3. Find a matrix X EV such that UnW = span{X}.
X=
Consider the subspaces
=
U = span{[-1 -1 -2],[-4 −1 −9]}
W = span{[4 -2 2],[-2 1 -13]}
Transcribed Image Text:and of V = R¹X3. Find a matrix X EV such that UnW = span{X}. X= Consider the subspaces = U = span{[-1 -1 -2],[-4 −1 −9]} W = span{[4 -2 2],[-2 1 -13]}
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