If the vectors (y, x, i+ 2) and (x, 1 + y, –1) in C³ are orthogonal and if y + 9 -1, then the conjugate of æ is equal to 2+i(1+y) -2+i(1+g) –2+i(1+27) i(1+2y) O None of the given options is correct

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.8: Determinants
Problem 7E
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If the vectors (y, x, i + 2) and (x,1+ y, –1) in C are orthogonal and if y + y + -1, then the conjugate of x is equal to
2+i(1+y)
-2+i(1+g)
(1y–1|–|1+|)|(|y–1+|1+7|)
-2+i(1+2g)
(1y|-|1+g|)(|19|+|I+g|)
i(1+2y)
(+1+ア
None of the given options is correct
O O O O
Transcribed Image Text:If the vectors (y, x, i + 2) and (x,1+ y, –1) in C are orthogonal and if y + y + -1, then the conjugate of x is equal to 2+i(1+y) -2+i(1+g) (1y–1|–|1+|)|(|y–1+|1+7|) -2+i(1+2g) (1y|-|1+g|)(|19|+|I+g|) i(1+2y) (+1+ア None of the given options is correct O O O O
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