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    Question

    Directions : A number arrangement machine,when given a particular input, rearranges it following a particular rule. The following is the illustration of the input and the steps of arrangement: Input: 245, 316, 436, 519, 868, 710, 689 Step I: 710, 316, 436, 519, 868, 245, 689 Step II: 710, 316, 245, 519, 868, 436, 689 Step III: 710, 316, 245, 436, 868, 519, 689 Step IV: 710, 316, 245, 436, 519, 868, 689 Step IV is the last step for the given input.

    How many steps will be required to get the final output

    from the following input? Input: 544, 653, 325, 688, 461, 231, 857
    A 5 Correct Answer Incorrect Answer
    B 4 Correct Answer Incorrect Answer
    C 3 Correct Answer Incorrect Answer
    D 6 Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    Here the rule followed is: The sum of the digits is calculated. Then in step I, the number with lowest sum of its digits interchanges with the first number. [If the first number has already the lowest sum of its digits then the number with second lowest sum of its digits interchanges with the second number.] The process continues until the numbers get arranged in ascendingorder on the basis of their sum of digits. Input: 544, 653, 325, 688, 461, 231, 857 (13) (14) (10) (22) (11) (6) (20) Step I: 6 14 10 22 11 13 20 Step II: 6 10 14 22 11 13 20 Step III: 6 10 11 22 14 13 20 Step IV: 6 10 11 13 14 22 20 Step V: 6 10 11 13 14 20 22 Hence, (231, 325, 461, 544, 653, 857, 688

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