Problem 2. You plan to sell k products to totally n1 + n2 customers in which customers 1, ...,n1 are from Town 1 and customers n, + 1, … ,n1 + n2 are from Town 2. In addition, as the products are very expensive, two customers will co-buy one produce, each getting 50% of the ownership. Due to ... transportation reason, for each product, you have to sell it to two customers from the same town. It is also assumed that each customer can buy at most three products (each with 50% of the ownership) and that each product must be sold to exactly two customers. Let c¡¡ be the price that customer i offers for his/her 50% of the ownership for product j (i = 1, -,n1 + n2;j = 1, , k). Formulate the problem to %3D maximize your total revenue. Clearly define all the decision variables in the beginning of your solution. [Hint: use one variable to denote the customer (selling product j to customer i ?) and another variable to denote the town (selling product j to Town 1?)]
Problem 2. You plan to sell k products to totally n1 + n2 customers in which customers 1, ...,n1 are from Town 1 and customers n, + 1, … ,n1 + n2 are from Town 2. In addition, as the products are very expensive, two customers will co-buy one produce, each getting 50% of the ownership. Due to ... transportation reason, for each product, you have to sell it to two customers from the same town. It is also assumed that each customer can buy at most three products (each with 50% of the ownership) and that each product must be sold to exactly two customers. Let c¡¡ be the price that customer i offers for his/her 50% of the ownership for product j (i = 1, -,n1 + n2;j = 1, , k). Formulate the problem to %3D maximize your total revenue. Clearly define all the decision variables in the beginning of your solution. [Hint: use one variable to denote the customer (selling product j to customer i ?) and another variable to denote the town (selling product j to Town 1?)]
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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