13.) Determine whether the vectors span the vector space. (a.) Let u = 25t+6t²-t³,v=3+2t-4t2 (b.) Let vectors of P3(t). 2i -=(1²) -(8) :( U= 5i vectors of M2x2(C) over R. (c.) Let u = (2,0), v = (i, 1), w = (0,2i), y = (1, 1) be the vectors of C² over R.

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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(13.) Determine whether the vectors span the vector space.
(a.) Let u = 2-5t+6t²-t³,v=3+2t-4t²
(b.) Let
vectors of P3(t).
1 2i
-=(²²). -- (28)
V=
5 i
U=
vectors of M2x2(C) over R.
(c.) Let u = (2,0), v = (i, 1), w = (0, 2i), y = (1, 1) be the vectors of C² over R.
Transcribed Image Text:(13.) Determine whether the vectors span the vector space. (a.) Let u = 2-5t+6t²-t³,v=3+2t-4t² (b.) Let vectors of P3(t). 1 2i -=(²²). -- (28) V= 5 i U= vectors of M2x2(C) over R. (c.) Let u = (2,0), v = (i, 1), w = (0, 2i), y = (1, 1) be the vectors of C² over R.
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