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Statements: C ≥ D = E ≤ F; Y < D ≥ W Conclusions: I. C ≥ Y II. F ≥ Y

Q: Statements: C ≥ D = E ≤ F; Y < D ≥ W Conclusions: I. C ≥ Y II. F ≥ Y

C ≥ D = E ≤ F, Y Y It means C > Y. Thus, I does stand true. check for II: Y Y. Thus, II also does not stand true.

if only conclusion I is true
if only conclusion II is true
if either conclusion I or II is true
if neither conclusion I nor II is true

Correct Answer: if neither conclusion I nor II is true

Explanation:

C ≥ D = E ≤ F, Y < D ≥ W
Check for I:
C ≥ D > Y
It means C > Y. Thus, I does stand true. check for II:
Y < D ≤ F
It means F > Y. Thus, II also does not stand true.

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Statements: C ≥ D = E ≤ F; Y < D ≥ W Conclusions: I. C ≥ Y II. F ≥ Y

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