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In the following question, a statement is being followed by two conclusions. Find which of the two conclusion is/are true according to the given statement.
Statement:
J = K ≥ L > X ≥ Y ;  J ≥ P ; P ≥ Z 
Conclusions:
I: J < L
II: P ≤ Y
  • a)
    Only I is true.
  • b)
    Both I and II are true.
  • c)
    Neither I nor II is true.
  • d)
    Only II is true.
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
In the following question, astatement is beingfollowed by two conclusi...
The given statement is: J = K ≥ L > X ≥ Y ;  J ≥ P ; P ≥ Z 
Combining the statement: < P J = K ≥ L > X ≥ Y 
Here, Z is smaller than or equal to P which is Smaller than or equal to J which is equal to K which is greater than or equal to L which is greater than X and X is greater than or equal to Y.
Conclusions:
I: J < L → False (as J = K ≥ L gives as J = K and K ≥ L which implies that J ≥ L and J cannot be less than L . Thus, Conclusion I is false.).
II:  P ≤ Y → False (as Z < P J = K ≥ L > X ≥ Y  → clear relationship between P and Y cannot be determined. Thus, Conclusion II is false.)
Hence, the "Option c" is the correct answer.
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Most Upvoted Answer
In the following question, astatement is beingfollowed by two conclusi...
The given statement is: J = K ≥ L > X ≥ Y ;  J ≥ P ; P ≥ Z 
Combining the statement: < P J = K ≥ L > X ≥ Y 
Here, Z is smaller than or equal to P which is Smaller than or equal to J which is equal to K which is greater than or equal to L which is greater than X and X is greater than or equal to Y.
Conclusions:
I: J < L → False (as J = K ≥ L gives as J = K and K ≥ L which implies that J ≥ L and J cannot be less than L . Thus, Conclusion I is false.).
II:  P ≤ Y → False (as Z < P J = K ≥ L > X ≥ Y  → clear relationship between P and Y cannot be determined. Thus, Conclusion II is false.)
Hence, the "Option c" is the correct answer.
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Community Answer
In the following question, astatement is beingfollowed by two conclusi...
The given statement is: J = K ≥ L > X ≥ Y ;  J ≥ P ; P ≥ Z 
Combining the statement: < P J = K ≥ L > X ≥ Y 
Here, Z is smaller than or equal to P which is Smaller than or equal to J which is equal to K which is greater than or equal to L which is greater than X and X is greater than or equal to Y.
Conclusions:
I: J < L → False (as J = K ≥ L gives as J = K and K ≥ L which implies that J ≥ L and J cannot be less than L . Thus, Conclusion I is false.).
II:  P ≤ Y → False (as Z < P J = K ≥ L > X ≥ Y  → clear relationship between P and Y cannot be determined. Thus, Conclusion II is false.)
Hence, the "Option c" is the correct answer.
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In the following question, astatement is beingfollowed by two conclusions. Find which of the two conclusionis/are true according tothe given statement.Statement:J= K≥ L > X≥ Y;J≥ P ; P≥ ZConclusions:I:J< LII:P≤ Ya)Only I is true.b)Both I and II are true.c)Neither I nor II is true.d)Only II is true.Correct answer is option 'C'. Can you explain this answer?
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