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    If the average marks of three sections of Class X, having 35, 40, and 25 students, respectively, are 90, 88, and 80, then the average marks of all the
    Question

    If the average marks of three sections of Class X, having 35, 40, and 25 students, respectively, are 90, 88, and 80, then the average marks of all the students of Class X, is:

    A.

    76.8

    B.

    78.6

    C.

    87.6

    D.

    86.7

    Correct option is D

    Given:
    Section I → 35 students, Avg = 90
    Section II → 40 students, Avg = 88
    Section III → 25 students, Avg = 80
    Formula Used:
    Total Marks = Average × Number of Students
    Overall Average = Total Marks of all Sections ÷ Total Students
    Solution:
    Section I marks = 35 × 90 = 3150
    Section II marks = 40 × 88 = 3520
    Section III marks = 25 × 80 = 2000
    Total marks = 3150 + 3520 + 2000 = 8670
    Total students = 35 + 40 + 25 = 100
    Overall average = 8670100\frac{8670} {100}​ = 86.7

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