If the value of the determinant |1 1 1 -1- w = k(w² – w) where w = -;+i. Then find the 1 |1 w? value of k.e

Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter4: Systems Of Linear Equations
Section4.6: Solve Systems Of Equations Using Determinants
Problem 4.93TI: Evaluate the determinant |324012231| , by expanding by minors along the first row.
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If the value of the determinant
|1
1
1
-;+i. Then find the
1
1
-1 - w = k(w² – w) where w =
2
|1 w?
value of k.
(а) 1+
(b) 2-
(с) Зе
(d) 4-
O K=3
О к-1
K=2
O K=4
Transcribed Image Text:If the value of the determinant |1 1 1 -;+i. Then find the 1 1 -1 - w = k(w² – w) where w = 2 |1 w? value of k. (а) 1+ (b) 2- (с) Зе (d) 4- O K=3 О к-1 K=2 O K=4
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