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(Wagner–Whitin for Aircraft Engines) The Pratt & Whitin Company, which manufactures aircraft engines, needs to decide how many units of a particular bolt to order in order to build engines over the...

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(Wagner–Whitin for Aircraft Engines) The Pratt & Whitin Company, which

manufactures aircraft engines, needs to decide how many units of a particular bolt to order

in order to build engines over the next 4 months. Orders for engines are placed over a year

in advance, so the company knows its near-term demand exactly; in particular, the number

of engines to produce in the next 4 months will be 150, 100, 80, and 200 in months 1

through 4, respectively. Each engine requires a single bolt. Orders for bolts incur a fixed

cost of $120, and bolts held in inventory incur a holding cost of $0.80 per bolt per month.

Find the optimal order quantities in each period and the optimal total cost.

Answered 94 days After May 25, 2022

Solution

Rinki answered on Aug 28 2022
71 Votes
WAGNER-WHITIN FOR AIRCRAFT ENGINES
    MONTHS
    DEMAND
    1
    150
    2
    100
    3
    80
    4
    200
    TOTAL
    530
FIXED COST PER ORDER = $120
CARRYING COST = $0.80PER BOLT PER MONTH
As Order is made one year before ca
ying cost will be =0.80*12= $9.6 per bolt
Optimal Order Quantities =(...
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