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Statements
F ≥ G = H;
G > J ≥ K
Conclusions
I. F ≥ K
II. K < H
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- If only Conclusions I is true
- if only Conclusions II is true
- if either Conclusions I or II is true
- if neither Conclusions I nor II istrue
- if both Conclusions I and II are true
Correct Option: D
Given that,
D > E ≤ F ............(i)
J < F ......................(ii)
On combining the statements (i) and (ii), we get
D > E ≤ F > J
Conclusions
I. D > J (false)
II. E < J (false)
So, it is clear that neither Conclusion I nor II is true