Hyundai motors is considering three sites-a, b, and c-at which to locate a factory to build its new-model automobile, the hyundai sport c150. the goal is to locate at a minimum-cost site, where cost is measured by the annual fixed plus variable costs of production. hyundai motors has gathered the following data: site annualized fixed cost variable cost per auto produceda $10,000,000 $2500b $20,000,000 $2000c $25,000,000 $1000
the firm knows it will produce between 0 and 60,000 sport c150s at the new plant each year, but, thus far, that is the extent of its knowledge about production plans. a.) for what values of volume, v, of production, if any, is site c a recommended site? b.) what volume indictates site a is optimal? c.) over what range of volume is site b optimal? why? d.) create a graph with all the points and sites.** show your work with your answer. also, i have the answers to some of the questions, however, i don't understand why-for question 1a for example-i need to find the crossover point from b-c and a-c, when in other analysis i only need to find a-b and b-c. is it because the question is asking for site c specifically? i would also like to know why b is not optimal and what the crossover point represents? you for your !