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    The following table shows the number of candidates at different score intervals for an entrance examination in which 10000 candidates appeared.Subject
    Question

    The following table shows the number of candidates at different score intervals for an entrance examination in which 10000 candidates appeared.

    Subject

    No. of candidates at Different Score Intervals

    0-40

    41-80

    81-120

    121-160

    161-200

    GK

    2219

    2025

    3652

    1248

    856

    LR

    1022

    2237

    2954

    4569

    218

    English

    1120

    1689

    3562

    2412

    1217

    Computer

    645

    2759

    3841

    2564

    191

    If for each subject, the cut-off marks is 40%, then how many candidates have scored more than the cut-off marks in all the subjects?

    A.

    Cannot be determined from given data

    B.

    13716

    C.

    26284

    D.

    8710

    Correct option is A

    Given:

    Total candidates = 10,000

    The cut-off marks for English are 40%, which corresponds to 80 marks (since the score range for each subject is 0 – 200).

    Solution:

    Cut-off  > 80 marks (40% of 200).

    We can not determine the number of candidates between score range 80-81, 120-121, 160-161.
    So, from given data we can not find candidates have scored more than the cut-off marks in all the subjects.

    Option (a) Cannot be determined from given data.

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