The World Health Organization (WHO) WAS ESTABLISHED BY THE United Nations in 1948. Its job is to promote good health around the world. The WHO uses technology to collect and analyze data about health needs and how to stay healthy. It provides supplies to 12 mobile health clinics. The table 1. Shows the extract of the data, number of packs needed by each clinic. There are 12 clinics.
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The World Health Organization (WHO) WAS ESTABLISHED BY THE United Nations in 1948. Its job is to promote good health around the world. The WHO uses technology to collect and analyze data about health needs and how to stay healthy.
It provides supplies to 12 mobile health clinics. The table 1. Shows the extract of the data, number of packs needed by each clinic. There are 12 clinics.
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- Consider the following task of building a zoo for Drexel! You've gathered m donors to fund the creation ofyour new park, and you've picked the location, so now you just need to choose the inhabitants. Ideally you'dget every animal imaginable, except you just don't have space. As it is, you have room to comfortably tk animals. Since you'd like to ensure that your funding doesn't dry up, you gure your donors should getto make requests about which animals will be kept. After sending out a few emails, you collect from eachdonor i a list of animals Ai which donor i would like to have at the zoo. As you suspected, the total numberof di erent animals appearing on the m lists exceeds k, so you won't be able to satisfy all of their requests.You decide the fairest thing to do is to ensure that at least 1 animal from each Ai is chosen.Given all these lists, we want to know whether we can select a set H of at most k animals to put in thezoo such that each donor i will be able to see at least one…In addition to being a Computer Scientist, you have a (side-hustle) business where you sell flower bouquets.Each of your flower bouquets consists of a certain number of red roses, with a minimum of 1 and a maximum of 6. This is the profit you make from each of your bouquets, which is a function of the number of red roses in that bouquet. You have 6 roses with you, and now you need to decide what bouquets to make in order to maximize your profit. I have presented this data as a set of tuples below. (Roses, Prices) = {(1,$3),(2,$5), (3, $9), (4,$13), (5,$14), (6,$18)} For example, if you make two 2-rose bouquets and two 1-rose bouquets (2+2+1+1=6), then your profit is 5+5+3+3=16 dollars. Note- for this problem you can have multiple rose bouquets in each category. However, if you make a 5-rose bouquet and a 1-rose bouquet (5+1=6), then your profit is 14+3=17 dollars. Determine the maximum profit you can make.You are a professor who has a summer business that makes custom sheds. During the three monthsof operation, you do not know the demand, but you know it will be 1 or 2 sheds for each month, andeach choice is equally likely. There is a storage cost of $100 per shed in each month that you haveany held over, and the most you can hold over is 3 sheds. Every month that you make any shedscosts you $300 to rent shop space, and each shed costs you an additional $200 in materials. You sellsheds during the summer for $1500 each, and any that are left over at the end of the summer yousell to a woodworker for $200 each.(a) Use probabilistic dynamic programming to determine an optimal production schedule.
- An electronics mega store is getting opened in "India". Under the same cap of Indian Mega store other two mega stores for North and South are getting opened. Under cap of North Store, two more sub-stores are getting opened. In this manner, total of 15 stores are opened which each having their own regions to cater to. At a particular time a store can handle at the most two sub stores. A particular store makes an earning of "X" amount for a given month. Ultimately at the end of month, all sub store submit their collected amount to their managing store. An model is needed to add more store, and print their monthly revenue. What do you think will be good data structure and how. What other facility can you provide to it. Implement the given model. using c languageA small engineering consulting firm is establishing a plan for next year. The director and thethree partners need to prioritize the eight projects. The expected profit for each project is givenin the following table together with the number of person-days required to prepare each project.Another measure included is the computing resource measured as the computer processingunit (CPU) time (in hours). You have been tasked to evaluate which projects they ought topursue based on efficiency. Given the sample data below, you plan to construct a dataenvelopment analysis (DEA) model:a. Which measures would you regard as inputs and outputs, respectively? Pleaseprovide your justification.b. Conduct data envelopment analysis, explain what type of DEA model is selectedand describe the project you regard as “efficient” and “inefficient”, respectively.c. Which project would you recommend and why?d. In what ways can you improve on your recommendation? You are free to openlysource for other datasets…A small engineering consulting firm is establishing a plan for next year. The director and thethree partners need to prioritize the eight projects. The expected profit for each project is givenin the following table together with the number of person-days required to prepare each project.Another measure included is the computing resource measured as the computer processingunit (CPU) time (in hours). You have been tasked to evaluate which projects they ought topursue based on efficiency. Given the sample data below, you plan to construct a dataenvelopment analysis (DEA) model:a. Which measures would you regard as inputs and outputs, respectively? Pleaseprovide your justification.b. Conduct data envelopment analysis, explain what type of DEA model is selectedand describe the project you regard as “efficient” and “inefficient”, respectively.c. Which project would you recommend and why?d. In what ways can you improve on your recommendation? You are free to openlysource for other datasets…
- It has been observed by management that some faculty members at theuniversity demonstrate a lackadaisical attitude toward teaching. They seldom go to class yet at the end of each month they receive full salary. Management has decided that GHs 200, 300, 400, and 500 will be deducted from a faculty’s salary if he/she offends once, twice, third time and forth time respectively in a month. This means that if a faculty member offends once in a month GHs200 will be deducted, if a faculty member offends twice in a month, GHs 500 (i.e. 200+300) will be deducted, if a faculty member offends three times in a month GHs 900 (i.e. 200+300+400), will be deducted and if a faculty member offends four times in a month GHs 1,400 (i.e. 200+300+400+500). Assuming all faculty members are on a flat salary rate of GHs 2000.a. Write a program to request for the names of four faculty members and number times he/she has absented him/herself from class in a month.One of them should have absented him/herself…An engineer working in the quality control laboratory of a construction company is 4800, 5810 and 5690 dm3 respectively.It needs sand, fine gravel and coarse gravel. There are 3 quarries where these can be bought. Of these stovesTheir composition is given in the table. How many dm3 from the quarries so that the engineer can make the necessary analysis?sampleUse the Cramer method to solve the need to be taken.To cut an 'n' centimeter-long gold bar into 2 pieces costs $n. When a gold bar is cut into many pieces, the order in which the cuts occur can affect the total amount of costs. For example, to cut a 20 centimeter gold bar at length marks 2, 8, and 10 (numbering the length marks in ascending order from the left-hand end, starting from 1). If the cuts to occur in left-to-right order, then the first cut costs $20, the second cut costs $18 (cutting the remaining 18 centimeter bar at originally length mark 8), and the third cut costs $12, totaling $50. If the cuts to occur in right-to-left order, however, then the first cut costs $20 time, the second cut costs $10, and the third cut costs $8, totaling $38. In yet another order, the first cut is at 8 (costing $20), then the 2nd cut is at 2 (costing $8), and finally the third cut is at 10 (costing $12), for a total cost of $40. Given an 'n' centimeter-long gold bar G and an array C[1..m] containing the cutting points in ascending order): a.…
- There are N cranes (numbered from 0 to N -1) arranged in a line along a road. Road begins at position 0. The K-th crane is located at distance P[K] from the beginning of the road and its arm length is equal to A[K]. The cranes cannot change their positions. There is a package, initially located at position B, that has to be moved by the cranes to position E. The K-th crane can pick up the package only if the distance between its position...... Task from I need solve by JavaFind minimum number of platforms required for railway station You are given arrival and departure time of trains reaching to a particular station. You need to find minimum number of platforms required to accommodate the trains at any point of time. For example: arrival[] = {1:00, 1:40, 1:50, 2:00, 2:15, 4:00} departure[] = {1:10, 3:00, 2:20, 2:30, 3:15, 6:00} No. of platforms required in above scenario = 4 Please note that arrival time is in chronological order. In java pleaseEvery campus has full time students who attend classes between 8h00 and 17h00 during theweek. Every campus also has part time students who attend classes between 18h00 and 21h00 onweekdays. In the scenario provided at the beginning of Q.1.1, it is stated that no student shouldbe allowed to access the campus after 12h00. The campus has decided to change this rule to state“no full-time student will be allowed to access the campus after 12h00. Part time students canaccess the campus as from 17h00 By making use of a class diagram, demonstrate how the concept of inheritancecan be used to represent the scenario provided at the beginning of thisquestion. Marks will be awarded as follow: Class diagram showing inheritance; Attributes; Instance methods; Access specifiers