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Arun was asked to divide 1469 by a certain number. However, instead of 1469, Arun divided 1677 by that number. As a result, the quotient turned out to be 16 more than the correct answer. What was the quotient obtained by Arun? (Assume no remainder in both the cases).
    Correct answer is '129'. Can you explain this answer?
    Verified Answer
    Arun was asked to divide 1469 by a certain number. However, instead of...
    Let the quotient obtained by Arun be x.
    The correct quotient is x - 16.
    Let the divisor be y.
    We have xy = 1677 and (x - 16)y = 1469.
    On solving the above equations, we get,
    x= 129
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    Most Upvoted Answer
    Arun was asked to divide 1469 by a certain number. However, instead of...
    Given:
    Arun was asked to divide 1469 by a certain number, but instead, he divided 1677 by that number.

    Let's assume:
    Let's assume the divisor as 'x'.

    Calculating the correct quotient:
    If Arun had divided 1469 by 'x', the correct quotient would have been 1469/x.

    Calculating the quotient obtained by Arun:
    Since Arun divided 1677 by 'x' instead of 1469, the quotient obtained by him is 1677/x.

    Given:
    The quotient obtained by Arun is 16 more than the correct answer.
    So, 1677/x = 1469/x + 16.

    Solving the equation:
    To find the value of 'x', we can cross multiply the equation and solve for 'x'.

    1677/x = 1469/x + 16
    1677 = 1469 + 16x (Multiplying both sides by 'x')
    1677 - 1469 = 16x
    208 = 16x
    x = 208/16
    x = 13

    Calculating the quotient obtained by Arun:
    Now that we have the value of 'x' as 13, we can substitute it into the equation 1677/x to find the quotient obtained by Arun.

    1677/13 = 129

    Therefore, the quotient obtained by Arun is 129.
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    Community Answer
    Arun was asked to divide 1469 by a certain number. However, instead of...
    1469÷Q=?(R)Instead of 1677÷Q= 16 ( more than c.r) then Q - 104.811677÷129= 13(<16) 1469÷129=""><16)>
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    Arun was asked to divide 1469 by a certain number. However, instead of 1469, Arun divided 1677 by that number. As a result, the quotient turned out to be 16 more than the correct answer. What was the quotient obtained by Arun? (Assume no remainder in both the cases).Correct answer is '129'. Can you explain this answer?
    Question Description
    Arun was asked to divide 1469 by a certain number. However, instead of 1469, Arun divided 1677 by that number. As a result, the quotient turned out to be 16 more than the correct answer. What was the quotient obtained by Arun? (Assume no remainder in both the cases).Correct answer is '129'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about Arun was asked to divide 1469 by a certain number. However, instead of 1469, Arun divided 1677 by that number. As a result, the quotient turned out to be 16 more than the correct answer. What was the quotient obtained by Arun? (Assume no remainder in both the cases).Correct answer is '129'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Arun was asked to divide 1469 by a certain number. However, instead of 1469, Arun divided 1677 by that number. As a result, the quotient turned out to be 16 more than the correct answer. What was the quotient obtained by Arun? (Assume no remainder in both the cases).Correct answer is '129'. Can you explain this answer?.
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