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In this question a statement is followed by two conclusions.Which of the two conclusions is/are true with respect to the statement?

Statment : $T > G < E > F = B ≤ Z

Conclusion:

1 . F = Z

2.E > B

AOnly conclusion 2 is true

BOnly conclusion 1 is true

COnly conclusion 1 nor 2 is true

DBoth conclusion 1 and 2 is true

Answer:

A. Only conclusion 2 is true

Read Explanation:

Analyzing the statement and conclusions: Statement: T > G < E > F = B = Z This can be interpreted as: T > G G < E E > F F = B B = Z (therefore, F = Z) Conclusions: I. F = Z From the statement, F = B and B = Z, so by transitivity, F = Z. Conclusion I is true. II. E = B From the statement, E > F and F = B. Since E is greater than F, and F equals B, E ≠ B. Conclusion II is false. Only Conclusion I is true.


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പ്രസ്താവനകൾ: Z ≤ X < P; B < A ≤ Z < C

നിരൂപണങ്ങൾ:

I. C < P

II. A ≥ X