Asked by Anonymous
                |A|= 5, |B|=2,, The angle between A and B is 120. Determine the unit vector in the direction of |A+B|. 
I don't know what to even do. I tried but idk pls help!!
            
        I don't know what to even do. I tried but idk pls help!!
Answers
                    Answered by
            oobleck
            
    Since you give no indication of any directions,
without loss of generality, we can say that A = 5i
So, since A•B = -5, we can say that B = -i + bj where 1+b^2 = 2^2, so b=√3
B = -i+√3 j
Now you just need the unit vector in the direction of A+B.
    
without loss of generality, we can say that A = 5i
So, since A•B = -5, we can say that B = -i + bj where 1+b^2 = 2^2, so b=√3
B = -i+√3 j
Now you just need the unit vector in the direction of A+B.
                    Answered by
            Anonymous
            
    Okk thanks alott 
I found the unit vector as
1/√19|A+B|. Does that seem correct
          
    
I found the unit vector as
1/√19|A+B|. Does that seem correct
                    Answered by
            oobleck
            
    yess.
    
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