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    If the manufacturer gains 10%, the wholesaler gains 15%, and the retailer gains 28%, then find the cost of production of a table (in ₹), whose re
    Question

    If the manufacturer gains 10%, the wholesaler gains 15%, and the retailer gains 28%, then find the cost of production of a table (in ₹), whose retail price for the customer is ₹75,900. (NOTE: Manufacturer sells to wholesaler, wholesaler sells to retailer and retailer sells to customers.)​

    A.

    60,000

    B.

    53,906.25

    C.

    46,875

    D.

    51,562.5

    Correct option is C

    Given:

    Retail price = ₹75,900

    Retailer gain = 28%

    Wholesaler gain = 15%

    Manufacturer gain = 10%

    Formula Used: 

    SP = CP ×(1+profit %100)\times (1+\frac{\text{profit \%}}{100})​​

    Solution:

    Retail price for customer = ₹75900

    Now, 

    Production cost = 75900×100128×100115×10011075900 \times \frac{100}{128}\times \frac{100}{115}\times \frac{100}{110} 

    = ₹46875

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