Direction: In these questions, assuming the given statements to be tr...
Given:
G Q > S
Conclusion I: I > S
Conclusion II: Q > I
To determine if the conclusions are definitely true, we need to analyze the given statements and see if they support the conclusions.
Analysis:
Statement 1: G Q > S
This statement tells us that G and Q together are greater than S. However, it does not provide any information about the relationship between I and S or Q and I. Therefore, it does not directly support or contradict the conclusions.
Conclusion I: I > S
To evaluate this conclusion, we need to find a direct link between I and S. However, the given statement does not provide any direct relationship between I and S. Therefore, we cannot determine if this conclusion is definitely true.
Conclusion II: Q > I
To evaluate this conclusion, we can use the given statement. Since G Q > S, we can infer that Q is greater than S. If Q is greater than S and there is no direct relationship between I and S, we can conclude that Q is also greater than I. Therefore, Conclusion II is definitely true.
Conclusion:
Based on the analysis, we can conclude that only Conclusion II is definitely true.
Direction: In these questions, assuming the given statements to be tr...
In the statements,
G < rzi="N" />
R > Q > 5...(II)
In conclusion I, I > S
From Eqs (i) and (li), we get
I > R > Q >S So, I > S is true
Hence, conclusion I is true In conclusion II, Q < />
From Eqs (i) and (n), we get I > R > QSo, I > Q is true
Hence, conclusion II is also true.
Therefore, both conclusions I and II are true.