Example 3
Statements: M $ K, K @ N, N © R, R # W
Conclusions: 1) W @ K 2) M $ R 3) K @ W 4) M @ N
Step 1: M $ K @ N © R # W
(You don’t need to draw table again and again. I am pasting it for your convenience.)
Analyzing Conclusions
1) W @ K – Reverse line. Symbols are #, ©, and @. In table # and @ are in different Rows. False.
2) M $ R – Forward Line. Symbols are $, @, ©. They are in different rows, False.
3) K @ W – Forward Line. Symbols are @, ©, #. They are in different rows, False.
4) M @ N – Forward line. Symbols are $ and @. Highest priority is for @. So M @ N is True.
Only Conclusion 4 is True.
Example 4
Statement: H @ T, T # F, F ∂ E, E © V.
Conclusions: 1) V $ F. 2) E @ T. 3) H @ V. 4) T # V
Modified Statement – H @ T # F ∂ E © V
Conclusions
1) V $ F – Reverse Line – Symbols are © and ∂. Both are in Row 2. Since it forms a reverse line, and highest priority is for ©, we should mark the symbol which is exactly opposite to ©. So the correct symbol is $. Conclusion 1 is True.
2) E @ T – Reverse Line. Symbols are ∂ and #. Both are in Row 2. High priority is #. Symbol opposite to # is @. So E @ T is True.
3) H @ V – Forward line. Symbols are in different rows. So False.
4) T # V – Forward line. Symbols are #, ∂, and ©. All are in Row 2. High Priority is for #. So T # V is True.
Answer – Conclusion 1, 2, and 4 are True.
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