1. A is x times of B, which, in turn, is y times of C
2. A is x times of B who is y times of C
3. A is x times of B, who is y times of C
4. A is x times of B, which is y times of C
Now mathematical forms of these 4 statements should be
1. A = xB, B = yC
2. A = xB, A = yC
3. A = xB, B = yC
4. A = xB, B = yC
[Same Logic can be applied to sitting arrangements? I.e. A is sitting besides B, who is sitting opp to C means B and C are opp A is sitting besides B who is sitting opp to C means A and C are opp]
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