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These questions consist of two quantities, one in column A and another in column B. compare the two quantities.
x and y are 2 natural numbers, and x > y
  • a)
    The quantity in column A is greater
  • b)
    The quantity in column B is greater
  • c)
    The two quantities are equal
  • d)
    The Relationship can not be determined from the information given
  • e)
    None of the above
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
These questions consist of two quantities, one in column A and anothe...
3x - 2y = 2(x-y) + x
2y - 3x = -2(x-y) -x = -[2(x-y) + x]
Since x,y are natural numbers, and x > y, x -y > 0
So, 2(x-y) + x will always be > 0
Or, 3x - 2y > 0 > 2y - 3x
The quantity in column A is greater
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These questions consist of two quantities, one in column A and another in column B. compare the two quantities.x and y are 2 natural numbers, and x > ya)The quantity in column A is greaterb)The quantity in column B is greaterc)The two quantities are equald)The Relationship can not be determined from the information givene)None of the aboveCorrect answer is option 'A'. Can you explain this answer?
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