Which function is NOT included in Project Management Functions * Directing Funding Planning Closing Which of the following is an advantage of interviews? * none of the above Flexibility interviews are easy to prepare There is an immediate opportunity to clarify a vague or incomplete answer
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- 2) Execute Sam's Algorithm on the same problem studied in class with the same starting and finish times: i 1 3 4 5 6. 7 8 9. 10 11 Si 1 3 5 3 6. 8. 8. 12 fi 4 6. 7 9 9. 10 11 12 14 16 Explain in detail only how you determine the first two activities you select. Provide the set S of activities Sam's Algorithm selects.Q5. According to legend, the monks in a remote mountain monastery knew how to predict when the world would end. They had a set of three diamond needles. Stacked on the first diamond needle were 5 gold disks of decreasing size. The monks moved one disk to another needle each hour subject to the following rules. (COO1) Only one disk could be moved at a time. A Larger disk must never be stacked above a smaller one. One and One auxiliary needle could be used for the intermediate storage of disks. The legend said that when all 5 disks had been transferred to the destination needle, the stars would be extinguished and the world would end.Solve the above problem using recursion and draw a step by step procedure till the disks are transferred from source to destination.Write ARM Assembly program to do: - ISBN Checksum Validator Use Keil uvision software to write and simulate an ARM assembly program that checks the validity of a given ISBN by verifying the checksum Helping Information to solve program : 1. An ISBN consists of nine digits plus a validation digit. 2. The digits are numbered from right to left as d1, d2 .. d10, with d1 being the validation digit. 3. You can define the ISBN number in a 10-byte array in the memory. Each digit is stored in a byte. 4. To check whether the ISBN is valid or not, the following calculations are performed: Result = (10 x d10 + 9 x d9 + ... + ix di + ... + 2 x d2) % 11 Calculate d1 11 - Result If the calculated d1 equal to the d1 in the input ISBN then it is valid If d1 = 10, it is written 'X' For example, given the following ISBN: ISBN = 5123487654 ISBN= 5 1 2 3 487654 d10 d9 d8 d7 d6 d5 d4 d3 d2 d1 Result = x 10 + x 9 + x 8 + x 7 + x 6 + x 5 + x 4 + x 3 + x 2 mod 11 = 216 mod 11 =7 d1 = 11 - Result = 11 -7 =4 ,…
- Exercise 1 Santa is worried about his employee relations, since christmas preparations have led to a lot of overtime. To make sure all the elves are happy, he wants to recruit some of them as complaint officers, with weekly meetings to report any complaints or worries to him. His worker elves W are pretty busy already, so Santa wants to task no more than k elves with this additional workload. Still, Santa wants to make sure that for as many elves e e W as possible, at least one of his friends (whose identities he knows) is a complaint officer. 1. Give an intuitive greedy algorithm that outputs k elves that will serve as compliant officers. 2. Prove that for large numbers of k the algorithm approximates a solution with ratio no more than (1 – !).Computer science. Correct answer will be upvoted else downvoted. Code and output screenshot. representatives numbered from 1 to n participate in the occasion. Every representative I is alloted an alternate worker bi, to which worker I needs to make another year gift. Every representative is relegated to precisely another worker, and no one is appointed to themselves (yet two representatives might be doled out to one another). Officially, all bi should be unmistakable integers among 1 and n, and for any I, bi≠i should hold. The task is typically created arbitrarily. This year, as an analysis, all occasion members have been asked who they wish to make a gift to. Every worker I has said that they wish to make a gift to representative computer based intelligence. Track down a legitimate task b that amplifies the number of satisfied wishes of the workers. Input Each test contains different experiments. The principal line contains the number of experiments t (1≤t≤105).…Two new computer codes are being developed to prevent unauthorizedaccess to classified information. The first consists of six digits (each chosenfrom 0 to 9); the second consists of three digits (from 0 to 9) followed by twoletters (A to Z, excluding I and O).(i) Which code is better at preventing unauthorized access (defined as breaking the code in one attempt)?(ii) If both codes are implemented, the first followed by the second, what isprobability of gaining access in a single attempt?
- For each part, describe whether the following information is easier to remember or difficult to remember, give a proper justification? Similarly, for each part show whether this information is in correct format and also give proper justification that how the following information can increase short term memory? ANY OUC HUNKT HESEL ETTE RSIN TOWO RDSO NLY C Issabrinagoingtogetanewiosphone 19620011995032218792194020103.5.2 Analytical Attacks As was shown in the first chapter, analytical attacks can be very powerful. Since the introduction of DES in the mid-1970s, many excellent researchers in academia (and without doubt many excellent researchers in intelligence agencies) tried to find weaknesses in the structure of DES which allowed them to break the cipher. It is a major triumph for the designers of DES that no weakness was found until 1990. In this year, Eli Biham and Adi Shamir discovered what is called differential crypt- analysis (DC). This is a powerful attack which is in principle applicable to any block cipher. However, it turned out that the DES S-boxes are particularly resistant against this attack. In fact, one member of the original IBM design team declared after the discovery of DC that they had been aware of the attack at the time of design. Al- legedly, the reason why the S-box design criteria were not made public was that the design team did not want to make such a powerful attack…Consider the statements below and choose the corect option T: Mathematical functions are used to draw an image in random scan system. Il: Screen points/pixels are used to draw an image in raster scan system. Both are false I is false and II is true I is true and Il is false Both are true
- Exercise 7.11 Suppose you are the "algorithmatician" of your company and the manager comes to you with the following problem. The company has to buy n different software products. Due to various constraints, the company can only buy at most one software product per month. Each software is currently selling for a price of $100. However, they become expensive each month according to the following formula: the cost of software j incresses by a factor ry > 1 each month, where r, is a known parameter. This means that if software j is purchased t months from now, it will cost $100(r,). It is given that all price growth rates are distinct: that is, r, #r, for software i + j (even though at the start they all have the same price of $100). The question the manager poses for you is this: Given that the company can only buy at most one software product a month, in which order shoukd it buy the products so that the total amount of money spent is as small as poasible? In particular he has the…D Question 1 Assumptions . • Alphabet E = {a, b} f(w) = wR o where we Et To do in this exercise. • Construct a Standard Turing Machine to compute the function f as described above. • Save your Standard Turing Machine as a JFLAP .jff file, and submit that .jff file to Canvas as your solution to this exercise..Normalization the table below to 3NF to overcome the problems in it DID Dname EID Ename Huey 27 25 Dewey PID Pname Btime 10 10 Finance Alpha 1 4.5 Finance 5 Beta 3 10 Finance 11 Louie 22 Gamma 7 14 R&D 2 Jack 26 Pail 8. 14 R&D 4 Jill 21 Hill 9.
