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14 July, 05:17

Leaky Pipe Inc. Daily demand = 600 Work 50 weeks a year. 300 days a year Order Cost $10 a year. Holding Cost per year $1 What's the Time Between Orders Group of answer choices Between 7.0 to 7.5 days Between 7.5 to 8.0 days Between 8.0 to 8.5 days Between 6.5 to 7.0 days None of the above

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  1. 14 July, 09:04
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    None of the above

    Explanation:

    optimal time between orders = working days / expected number of orders

    working days = 300 expected number of orders = ?

    expected number of orders = D / EOQ

    Q = EOQ = ? D = annual demand = daily demand x working days = 600 x 300 = 180,000

    so we must first find economic order quantity (EOQ) = √ (2DS / H)

    D = 180,000 S = order cost = $10 H = holding cost = $1 per year

    EOQ = √ (2DS / H) = √ (2 x 180,000 x $10 / $1) = √360,000 = 1,897.36 ≈ 1,897 units

    N = D / EOQ = 180,000 / 1,897 = 94.89 orders per year

    optimal time between orders = working days / expected number of orders = 300 working days / 94.89 order = 3.16 days
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