The problem involves finding a unit vector that is orthogonal to vector A within the plane defined by vectors B and C. The vectors are given as A=2i-j+k, B=i+2j+k, and C=i+j-2k.
Some participants have offered guidance on the necessity of calculating the unit vector from the cross product result. There is acknowledgment of the correctness of the cross product approach, but no consensus on the final answer has been reached.
Participants are working under the assumption that the calculations for the cross product are correct, but there is no explicit verification of the calculations provided in the discussion.
MozAngeles said:The Attempt at a Solution
Im thinking the solution is to take the cross product of B and C. and that would be the solution??