) It Vis a Jub Space Of R with an Of R" with an ,Un tuct is V= Sean co, -- ū mJ- thon A) men B) mEn C) min 0) m Zn

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
)If Vis a Jub Space Of R" with an
orinon ornal basis Ùu
Sean (0,---i mj- thon
,Un tuctis V=
A) men
B) mEn
C) mi n
D) m zn
2),6iren ÿ €imcA) then the lohear Sts ten
「Aえ こメ has
A) no solunns
B)one, uniaue solutior.
C) în Fine ti's mant solutoms
By D) impussibue to teln: 0,I,0rco solutions
ej im pÒssible to tell:l,
oř Bo solutens.
SO
3) consider the vectrir ů
and let v =spancuCR
A) what is dim (V) ?
BJ Uhat rs dim Cv)?
c) Find a busis for the subsaace Of R
Of an rectors Perpendrcular to v that ßa
basis for VI
cunsistons
D) is the basis in Questom 3 c direatlo Ujeful for
computong he or thosand projectran onto V?
1f yes Gire correct usase formalc.
if no etplann why nod
Transcribed Image Text:)If Vis a Jub Space Of R" with an orinon ornal basis Ùu Sean (0,---i mj- thon ,Un tuctis V= A) men B) mEn C) mi n D) m zn 2),6iren ÿ €imcA) then the lohear Sts ten 「Aえ こメ has A) no solunns B)one, uniaue solutior. C) în Fine ti's mant solutoms By D) impussibue to teln: 0,I,0rco solutions ej im pÒssible to tell:l, oř Bo solutens. SO 3) consider the vectrir ů and let v =spancuCR A) what is dim (V) ? BJ Uhat rs dim Cv)? c) Find a busis for the subsaace Of R Of an rectors Perpendrcular to v that ßa basis for VI cunsistons D) is the basis in Questom 3 c direatlo Ujeful for computong he or thosand projectran onto V? 1f yes Gire correct usase formalc. if no etplann why nod
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