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Consider 2 quantities A and B, where A = x + y + z and B = xy2z3. x, y, and z are integers. Three statements are provided below:
I. z < y < x
II. z, y, x make an increasing A.P.
III. x, y and Z are distinct prime numbers
Which of the following statements would be sufficient to determine whether A > B?
  • a)
    Statement I or Statement II or Statement III
  • b)
    Statement I and Statement II
  • c)
    Statement II
  • d)
    Statement III
  • e)
    Statement I or Statement III
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
Consider 2 quantities A and B, where A = x + y + z and B = xy2z3. x, y...
Solution: x, y, z can be positive or negative. So, we cannot determine whether A > B from statements I and II. x, y and z are distinct prime numbers. So, A < B Thus, statement III is sufficient to answer the question.
Hence, option 4.
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Most Upvoted Answer
Consider 2 quantities A and B, where A = x + y + z and B = xy2z3. x, y...
Solution: x, y, z can be positive or negative. So, we cannot determine whether A > B from statements I and II. x, y and z are distinct prime numbers. So, A < B Thus, statement III is sufficient to answer the question.
Hence, option 4.
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Consider 2 quantities A and B, where A = x + y + z and B = xy2z3. x, y, and z are integers. Three statements are provided below:I. z y xII. z, y, xmake an increasing A.P.III. x, y and Z are distinct prime numbersWhich of the following statements would be sufficient to determine whether A B?a)Statement I or Statement II or Statement IIIb)Statement I and Statement IIc)Statement IId)Statement IIIe)Statement I or Statement IIICorrect answer is option 'D'. Can you explain this answer?
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