?If \(a=\langle 1,0,1\rangle\), \(\mathrm{b}=\langle 2,1,-1\rangle\) , and \(C=\langle
Chapter 12, Problem 18(choose chapter or problem)
If \(a=\langle 1,0,1\rangle\), \(\mathrm{b}=\langle 2,1,-1\rangle\) , and \(C=\langle 0,1,3\rangle\), show that \(a \times(b \times c) \neq(a \times b) \times c\).
Equation Transcription:
a = 〈1, 0, 1〉
b = 〈2, 1, ー1〉
c = 〈0, 1, 3〉
a (b
c)
(a
b)
c
Text Transcription:
a = 〈1, 0, 1〉
b = 〈2, 1, ー1〉
c = 〈0, 1, 3〉
a times (b times c) neq (a times b) times c
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