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Really simple
If A, then D
Since:
If A, then B, If B, then C, If C, then D.
A. Its not conditional logic, its cause - effect relationship
B. If A, then B, IF B, then C, so, If A, then C. So, If A, then C ( Closest right answer )
C. If A, then B. However, No B, so No A ( Its Contra positive )
D. At least 1 out of 100 would be showing a characteristic, so, any sample of that 100 would be also showing that characteristic ( Sample to conclude the group )
E. IF A, then B, and If C ( if a, then b ) is correct, then no A ( Totally different versus our original argument structure ). |
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