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    Lalit's average earning per month in the first three months of a year was ₹37096. In April, his earning was 50% more than the average earning in the f
    Question

    Lalit's average earning per month in the first three months of a year was ₹37096. In April, his earning was 50% more than the average earning in the first three months. If his average earning per month for the whole year is ₹87305, then what will be Lalit's average earning (in ₹) per month from May to December?

    A.

    110089

    B.

    110091

    C.

    110094

    D.

    110095

    Correct option is B

    Given:

    Lalit's average earning in the first three months = ₹37,096

    Lalit's earning in April = 50% more than the average earning of the first three months.

    Earning in April=1.5×37,096 =55,644

    Lalit's average earning for the whole year = ₹87,305

    Formula Used:

    Total earning for the year= 12 × Average earning for the year

    Total earning from May to December = Total earning for the year - Total earning from January to April

    Average earning from May to December = Total earning from May to December8 \frac{\text{Total earning from May to December}}{8}​​

    Solution:

    Total earning for the year:

    12×87,305=1,047,660

    Total earning from January to April:

    (3×37,096) + 55,644=111,288 + 55,644 =166,932

    Total earning from May to December:

    1,047,660 − 166,932=880,728

    Average earning from May to December:

    880,7288=110,090.98110,091\frac{880,728}{8} = 110,090.98 \approx 110,091

    Lalit's average earning per month from May to December is ₹110,091.

    Option (B) is right.

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