Let →a=^i−^j, →b=→j−^k, →c=^k−^i. If →d is a unit vector such that →a.→d=0=[→b →c →d], then →d equals

Let →a=^i−^j, →b=→j−^k, →c=^k−^i. If →d is a unit vect

1.	Let →a=^i−^j, →b=→j−^k, →c=^k−^i. If →d is a unit vector such that →a.→d=0=[→b →c →d], then →d equals
Answer» Let $\to a =^i -^j, \to b = \to j -^k, \to c =^k -^i . I f \to d$ is a unit vector such that $\to a . \to d = 0 = [\to b \to c \to d],$ then $\to d$ equals