Let →a=^j−^k, →c=^i−^j−^k then →b satisfying →a×→b+→c=0 and →a.→b=3 is

Let →a=^j−^k, →c=^i−^j−^k then →b satisfying →a×→b+�

1.	Let →a=^j−^k, →c=^i−^j−^k then →b satisfying →a×→b+→c=0 and →a.→b=3 is
Answer» Let $\to a =^j -^k, \to c =^i -^j -^k$ then $\to b$ satisfying $\to a \times \to b + \to c = 0$ and $\to a . \to b = 3$ is

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Let →a=^j−^k, →c=^i−^j−^k then →b satisfying →a×→b+→c=0 and →a.→b=3 is

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