Consider two linearly independent vectors a = b 1 (а) (b) compute ||a – b|| find the vectors c E Span{a, b} such that c.a=0 and |||c|| = 1.

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Chapter5: Inner Product Spaces
Section5.CM: Cumulative Review
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Linear Algebra.

Consider two linearly independent vectors
1
а —
1
b
1
(а)
(b)
compute ||a – b||
find the vectors c E Span{a, b} such that c· a = 0 and c||
-
Transcribed Image Text:Consider two linearly independent vectors 1 а — 1 b 1 (а) (b) compute ||a – b|| find the vectors c E Span{a, b} such that c· a = 0 and c|| -
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