Let the vectors a, b, c be given as a1^i+a2^j+a3^k,b1^i+b2^j+b3^k,c1^i – InterviewSolution

1.	Let the vectors a, b, c be given as a1^i+a2^j+a3^k,b1^i+b2^j+b3^k,c1^i+c2^j+c3^k, then show that a×(b+c)=a×b+a×c
Answer» Let the vectors a, b, c be given as $a_{1}^i + a_{2}^j + a_{3}^k, b_{1}^i + b_{2}^j + b_{3}^k, c_{1}^i + c_{2}^j + c_{3}^k$ , then show that $a \times (b + c) = a \times b + a \times c$

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