Processing times and due dates of 7 jobs are given as follow: Job 1 2 3 4 5 6 7 Proc Time 4 8 3 11 5 7 6 Due Date 20 37 27 17 25 17 10 Assume that all jobs arrive at time 2. a) (5 points) Generate a schedule that minimizes the maximum tardiness using a Gantt chart. Break ties with the smallest processing time first. b) (5 points) Calculate mean flow time, mean tardiness, and maximum tardiness of the schedule obtained in a).

Susan is a 5th grade teacher and loves getting up every day and going to work to teach her students. this is an example of a. extrinsic value b. interests c. intrinsic value d. external value

Suppose you manage an upscale restaurant in new york city. would involve writing employee schedules and a list of things to do for the chef and other kitchen staff

Over the past several years, joyce chen has been able to save regularly. as a result, today she has $54,188 in savings and investments. she wants to establish her own business in 5 years and feels she will need $100,000 to do so. a. if she can earn 6% on her money, how much will her $54,188 in savings/investments be worth in 5 years? will joyce have the $100,000 she needs? if not, how much more money will she need? b. given your answer to part a, how much will joyce have to save each year over the next 5 years to accumulate the additional money? assume she can earn interest at a rate of 6%. c. if joyce can afford to save only $4,000 a year then, given your answer to part a, will she have the $100,000 she needs to start her own business in 5 years?