If →r×→b=→c×→b and →r.→a=0 where →a=2^i+3^j−^k,→b=3^i−^j+^k and →c=^i+^j+3^k, then →r is equal to
Find →a.(→b×→c), if →a=2^i+^j+3^k,→b=−^i+2^j+^k and →c=3^i+^j+2^k.