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Find a unit vector...

 
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Jun6-11, 11:55 AM   #1
 

Find a unit vector...


1. The problem statement, all variables and given/known data

Find a unit vector orthogonal to A in the plane B and C if A=2i-j+k B=i+2j+k and C=i+j-2k

2. Relevant equations



3. 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??
 
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Jun6-11, 12:34 PM   #2
 
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Quote by MozAngeles View Post
3. 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??
BxC would give satisfy the conditions yes, but you will need to get the unit vector of BxC.
 
Jun6-11, 12:40 PM   #3
 
So my answer would be 1/[tex]\sqrt{35}[/tex](5i+3k-j)?
 
Jun6-11, 09:18 PM   #4
 
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Find a unit vector...


Yes, assuming you calculated BxC correctly.
 
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