2 (Q-bo2 Cath) (a+bca-b) 2 b
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Answer:
a×bb×cc×a]
(a×b).((b×c)×(c×a))
which is quarable product we know that
(a×b)×(c×d)=[abd]c−[abc]d
therefore
(a×b)([bca]c−[bcc]a
[bcc]=0 because when two roots are equal of as three
Therefore (a×b)([bca]c)
=(a×b).c[bca]
=[abc][bca]
∵[bca]=[abc]=[cab]
so, (1)[abc]
2
λ=1
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