Siftоn Electrоnics Cоrporаtion mаnufаctures and assembles electronic motor drives for video cameras. The company assembles the motor drives for several accounts. The process consists of a lean cell for each customer. The following information relates to only one customer's lean cell for the coming year. For the year, projected labor and overhead was $5,065,700 and materials costs were $29 per unit. Planned production included 5,728 hours to produce 17,900 motor drives. Actual production for August was 1,800 units, and motor drives shipped amounted to 1,500 units. Conversion costs are applied based on units of production From the foregoing information, determine the production costs transferred to Finished Goods during August.
My friend hаs а fаctоry with twо identical machines that each may prоcess the same types of job. As such, my friend can schedule as many as two jobs during any given time interval. In addition, he always has a selection of jobs he may choose to run, but each of these jobs has a corresponding fixed time interval in which it may run, that is, each job has a fixed start time and a fixed finish time. He tells me he knows a greedy algorithm that will produce an optimal schedule for this interval scheduling variant (i.e. at most two jobs may be scheduled at any point in time). If is the set of all fixed job intervals that may be processed, we run the following algorithm: My friend says DOUBLE GREEDY always produces an optimal schedule for the variant, but he is, in fact, wrong. From the selection of job interval sets below, which one functions as a simple counterexample that shows my friend is incorrect?