If à = 3i– 2j+ 4k B = 3i – 2j + 4k C = i + 2j + 2k then find the value of
Ảx (B x C)
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Explanation:
A×(B×C)
1) B×C
B:- 3i - 2j + 4k
C:- i + 2j + 2k
By applying determinant method
B×C= (-4-8)i-(6-4)j+(6+2)k
= -12i - 2j + 8k
2) Ax(B×C)
A:- 3i - 2j + 4k
(B×C):- -12i - 2j + 8k
= (-16+8)i-(24+48)j+(-6-24)k
=》-8i - 72j - 30k
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