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Statements:


A>Z=R≥N<J≤E; J>F; K<Z


Conclusions:


i. E>F,


ii. A<N

  • a)
    Only I is true

  • b)
    Only II is true

  • c)
    Either I or II true

  • d)
    Neither I nor II is true

  • e)
    Both I and II are true

Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Statements: A>Z=R≥N<J≤E; J>F; K<ZConclusions: i. E&g...
Statements:



  1. A > Z = R ≥ N < J ≤ E

  2. J > F

  3. K < Z



Conclusions: i. E > F ii. A < N


First, let's order the relationships given in the statements to understand the hierarchy among A, Z, R, N, J, E, F, and K.


From the first statement, we have A > Z = R ≥ N < J ≤ E. This means:



  • A is greater than Z and R.

  • Z equals R.

  • Z (and thus R) is greater than or equal to N.

  • N is less than J.

  • J is less than or equal to E.



The second statement, J > F, indicates:



  • J is greater than F.



The third statement, K < Z, tells us:



  • K is less than Z (but this does not directly relate to the conclusions we are examining).



Let's analyze the conclusions based on this information:



  • i. E > F: Since J ≤ E and J > F, it follows that E is also greater than F. So, conclusion i is true.

  • ii. A < N: According to the given relationships, A is greater than Z and Z ≥ N, so A is also greater than N. Thus, conclusion ii is false.



Therefore, the correct answer is:



  1. Only I is true.

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Statements: A>Z=R≥N<J≤E; J>F; K<ZConclusions: i. E>F,ii. A<Na)Only I is trueb)Only II is truec)Either I or II trued)Neither I nor II is truee)Both I and II are trueCorrect answer is option 'A'. Can you explain this answer?
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