If b1, b2 form an orthonormal basis for C and x is any vector in C, then O x4- x bị x b2 0 O x+ x bị - 2 x bi x- b2 = x b24 O None of the given options is correct x4 2 x b x b2 = x bị* x by x- b= 2 x b 2= 2 x bi b2 x by

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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If b1, b2 form an orthonormal basis for C and x is any vector in C, then
O x4-x bị-x b2 0
2 x b
3D0
O x+ x bị
x - bɔ? = x - b;
O None of the given options is correct
x4 2 x b x- b2 = x·bị+ x b2
x b =2 x- b
b2
x b2
Transcribed Image Text:If b1, b2 form an orthonormal basis for C and x is any vector in C, then O x4-x bị-x b2 0 2 x b 3D0 O x+ x bị x - bɔ? = x - b; O None of the given options is correct x4 2 x b x- b2 = x·bị+ x b2 x b =2 x- b b2 x b2
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