Suppose that Donald owns a building that is worth $606 million to him. There is another person in the city, Bernie, who values the building at $1,312 million (we know this to be objectively true). Would it be efficient for the mayor of the city to seize the Donald's property and transfer it to Bernie? Explain.
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- Following on your job in modelling the employee assignments from the previous practical, you’ve now obtained the following business rules: One Employee supervises Many Employees, and possibly none, and a max of 20. One Employee is supervised by One Employee, and not none. One Employee takes on Many Assignments, and possibly none. One Assignment is taken on by One Employee, and not none. One Assignment takes place in One Section, and not none. One Section appears in Many Assignments, and possibly none. One Section belongs to One Building, and not none. One Building has Many Sections, and possibly none, and a max of 20. You have also been given a small sample of their records, in case this may prove useful. It is below. Assignment No Date Employee No Employee Section Section N Building Start End Supervisor No Building N 8 22/08/2013 2111 B. Johns G1 Canteen G Willis 12h00 19h00 2321 2 9 23/08/2013 2111 B. Johns F3…The missionaries and cannibals problem is usually stated as follows. Three missionariesand three cannibals are on one side of a river, along with a boat that can hold one ortwo people. Find a way to get everyone to the other side without ever leaving a group of missionariesin one place outnumbered by the cannibals in that place. This problem is famous inAI because it was the subject of the first paper that approached problem formulation from ananalytical viewpoint (Amarel, 1968).b. Implement and solve the problem optimally using an appropriate search algorithm. (Mention the name of the search algorithm, and write the complete answers, Draw the answer using the searching algorithms with complete and all paths and branches.)Correct answer will be upvoted else downvoted. Let C={c1,c2,… ,cm} (c1<c2<… <cm) be the arrangement of individuals who hold cardboards of 'C'. Let P={p1,p2,… ,pk} (p1<p2<… <pk) be the arrangement of individuals who hold cardboards of 'P'. The photograph is acceptable if and provided that it fulfills the accompanying requirements: C∪P={1,2,… ,n} C∩P=∅. ci−ci−1≤ci+1−ci(1<i<m). pi−pi−1≥pi+1−pi(1<i<k). Given a cluster a1,… ,an, kindly track down the number of good photographs fulfilling the accompanying condition: ∑x∈Cax<∑y∈Pay. The appropriate response can be huge, so output it modulo 998244353. Two photographs are unique if and provided that there exists no less than one individual who holds a cardboard of 'C' in one photograph yet holds a cardboard of 'P' in the other. Input Each test contains numerous experiments. The main line contains the number of experiments t (1≤t≤200000). Depiction of the experiments follows. The…
- Problem 1: Consider the following knowledge base.If a student's CGPA is < 2.00, the student is on academic probation. All students who are on academic probation must meet their academic advisors before they can register. There is only one academic advisor for MBA students, Professor. Rose is an MBA student and Rose has a CGPA < 2.00. Rose must register for the semester. Answer the following questions. Represent the above knowledge base using FOL. Use the resolution algorithm to show that Rose must meet Professor.2. A safe has 5 locks v, w, y and z; all of which must be unlocked for the safe to open. The keys to the locks are distributed among five executives in the following manner.Mr. A has keys for locks v and x. Mr. B has keys for locks v and y. Mr. C has keys for locks w and y. Mr. D has keys for locks x and z. Mr. E has keys for locks v and z.a) Determine the minimal number of executives required to open the safe.b) Find all the combinations of executives that can open the safe; write and expression f(A, B, C, D, E) which specifies when the safe can be opened as a function of what executives are present.c) Who is the essential executive?Question 1 A carton of 12 rechargeable batteries contains two batteries that are defective. (c) In how many ways can an inspector choose three (3) of the batteries and get one of thedefective batteries?(d) In how many ways can an inspector choose three (3) of the batteries and get both of thedefective batteries?
- Problem 5: Determine which rule of inference is used in each of the following arguments. 1. Alice is a Mathematics major. Therefore, Alice is either a Mathematics major or a computer science major.2. Jerry is a Mathematics major and a computer science major. Therefore, Jerry is a Mathematics major.3. If it is rainy, then the pool will be closed. It is rainy. Therefore, the pool is closed.4. If it snows today, the university will close. The university is not closed today. Therefore,it did not snow today.5. If I go swimming, then I will stay in the sun too long. If I stay in the sun too long, then I will sunburn. Therefore, if I go swimming, then I will sunburn.6. If Socrates is human, then Socrates is mortal. Socrates is human. Thus, Socrates is mortal.Question 3Assuming all Ghanaians who are at least 18 years can choose between going to school or learning a trade. GHC 100 is invested every month for a person who chooses to go to school by the government till the person attains age 30 years provided he/she completes university. If he/she does not complete university, the payment is stopped at the time he/she exited. If the person chooses to learn a trade, the government pays GHC 2000 as apprentice fee to the madam or master who will take the person as an apprentice, and invest GHC 70 a month till age 30 years. If the person does not complete the apprenticeship, the payment is stopped at the time he/she exited. Remember that persons who are less than 18 years or above 30 years do NOT qualify to enroll on this program.You are to write a java program for the above scenario. Your program should a) request a person’s name, age, what he/she wants to do 4(go to school or learn a trade), time of exit if any and disqualify the person if…South Africans and Botswanaans enjoy Chakalaka and Beer. Suppose that these are the only two products they consume and produce with Chakalaka being relatively more labour intensive and Beer being relatively more capital intensive in the production process ( αb=0.8 and αc=0.2). Suppose that, as a result of the Southern African Customs Union, all impediments or barriers to trade are lifted, such that these countries can freely trade both goods without any costs. Assuming that an Entrepreneur knows the price of both these goods and both goods are produced, using the Learner diagram describe how the entrepreneur chooses the cost-minimising combinations of inputs in the production of both goods based on the neoclassical trade theory.
- Consider the speciaization and generalization shown in Figure 2.Which of the followings are NOT true?(a) A person can be an employee or a student or both.(b) A person can be an employee or a student but not both.(c) A person can be an employee or a student or neither.(d) None of the above.Solve the following problem using the principle of inclusion and exclusion: Suppose there are only three types of faculties in a college: the newly recruitedlab professors (LP), the assistant professors (AP), and the teaching professors (TP). Eachprofessor has to be at least in one of these three categories. And the total number of professorsin the school is 1230. Suppose that the following is given:The number of faculties who are LP is 320.The number of faculties who are AP is 750.The number of faculties who are TP is 460.The number of faculties who are both LP and AP is 20.The total of faculties who are both LP and TP is 130.The total of faculties who are both AP and TP is 190. What is the total number of faculties who fit into all 3 categories?Consider the following model of trade between Home and Foreign. Assume throughout that those two countries are the only two countries in the world, at least for purposes of trade. There are two goods: Corn and Radio. Consumers always spend one-third of their income on Corn and the remainder on Radios. The only factor of production is labour. Each home country worker can produce 2 units of Corn or 3 units of Radios per unit of time, while each foreign worker can produce 2 units of Corn or 4 units of Radios per unit of time. There are 30 workers in Home and 60 workers in Foreign. Draw the production possibility frontier for each country (put Corn on the vertical axis and Radios on the horizontal axis).