The possible 6 pairs of requirements are: H.S & Exp, H.S & Vet, H.S & Ref, Exp & Vet, Exp & Ref and Vet & Ref.
After filling the table with the given statements, it looks like:
H.S Exp Vet Ref
A
B
C
D
After canceling the 3 pairs given, the pairs that are left are H.S & Exp, H.S & Ref and Vet & Ref.
Now, filling the table for these pairs:<o:p></o:p>
Vet & Ref:<o:p></o:p>
<o:p> </o:p>
If placed this for A, then H.S. and Vet will be common to both A & B. this is a contradiction.
If placed this for B, there is no contradiction so there is a chance.
If placed this for C, then Exp and Ref will be common to both C & D. this is a contradiction.
If placed this for D, then Exp and Vet will be common to both C & D. this is a contradiction.
So, the table after filling the pair Vet & Ref is:
H.S Exp Vet Ref
A
B
C
D
After filling the table one more pair H.S and Ref is also satisfied.
The only pair now left is H.S & Exp.
<o:p> </o:p>
If placed this for A, there is no contradiction so there is a chance.
If placed this for B, then Exp and Vet will be common to both B & C. this is a contradiction.
If placed this for C, then H.S and Vet will be common to both B & C. this is a contradiction.
If placed this for D, then H.S and Ref will be common to both B & D. this is a contradiction.
<o:p> </o:p>
So, the table after filling the pair H.S & Exp is:
H.S Exp Vet Ref
A
B
C
D
From the final table it is obvious the person going to be selected is B (Brent).
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Posted by surya
on 2005-12-21 04:52:03 |