Glorious Gadgets is a retailer of astronomy equipment. They purchase equipment from a supplier and then sell it to customers in their store. The function C(x) = x + 15000x inventory costs (in dollars) as a function of æ the lot size for each of their orders from the supplier. The inventory costs include such things as purchasing, processing, shipping, and storing the equipment. + 10000 models their total What lot size should Glorious Gadgets order to minimize their total inventory costs? (NOTE: your answer must be the whole number that corresponds to the lowest cost.) What is their minimum total inventory cost? $

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter1: Expressions And Functions
Section1.7: Functions
Problem 56PFA
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Glorious Gadgets is a retailer of astronomy equipment. They purchase equipment from a supplier and then
sell it to customers in their store. The function C(x) = x + 15000x
inventory costs (in dollars) as a function of x the lot size for each of their orders from the supplier. The
inventory costs include such things as purchasing, processing, shipping, and storing the equipment.
+ 10000 models their total
What lot size should Glorious Gadgets order to minimize their total inventory costs? (NOTE: your answer
must be the whole number that corresponds to the lowest cost.)
What is their minimum total inventory cost? $
Question Help: D Video
Transcribed Image Text:Glorious Gadgets is a retailer of astronomy equipment. They purchase equipment from a supplier and then sell it to customers in their store. The function C(x) = x + 15000x inventory costs (in dollars) as a function of x the lot size for each of their orders from the supplier. The inventory costs include such things as purchasing, processing, shipping, and storing the equipment. + 10000 models their total What lot size should Glorious Gadgets order to minimize their total inventory costs? (NOTE: your answer must be the whole number that corresponds to the lowest cost.) What is their minimum total inventory cost? $ Question Help: D Video
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