= Span(y, w) Span(w)

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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Let w,x,y,zw,x,y,z be vectors and suppose z=−4x+2yz=−4x+2y and w=16x−y+4zw=16x−y+4z.

Mark the statements below that must be true.

A. Span(x, z)= Span(y, w)
B. Span(y) = Span(w)
C. Span(x, y) = Span(x, w, z)
D. Span(x, y)=Span(w)

Let w, x, y, z be vectors and suppose z = -4x + 2y and w = 16x – y + 4z.
Mark the statements below that must be true.
DA. Span(x, z)= Span(y, w)
B. Span(y) = Span(w)
|C. Span(x, y) = Span(x, w, z)
|D. Span(x, y)=Span(w)
Transcribed Image Text:Let w, x, y, z be vectors and suppose z = -4x + 2y and w = 16x – y + 4z. Mark the statements below that must be true. DA. Span(x, z)= Span(y, w) B. Span(y) = Span(w) |C. Span(x, y) = Span(x, w, z) |D. Span(x, y)=Span(w)
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