Q3/ Choose T or F for the Following ( Answer 5)
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Required:
Choose T or F for the Following
Step by step
Solved in 2 steps
- Use Cryptarithmetic to solve the following example: Where, Variables: HELPZAR X1 X2 X3 X4 Domains: 0,1,2,3,4,5,6,7,8,9 Constraints: alldiff (HELPZAR) L+ R= A + 10 * X2 We have to assign a number to every letter. The numbers assign to each variable shouldn’t be duplicated. The sum should hold.Solve this with complete solution please4. This problem is about how we deal with intractable problems. The Traveling Salesperson Problem (TSP)* is a well-known problem that resembles many practical problems in vehicle routing, network design, computer chip layout, and even DNA sequencing. TSP is NP-HARD, meaning that if we can solve TSP in polynomial time, then we can solve any NP problem in polynomial time by converting it into a TSP problem. This quote from Wikipedia sums it up: The most direct solution would be to try all permutations (ordered combinations) and see which one is cheapest (using brute-force search). The running time for this approach lies within a polynomial factor of 0(n!), the factorial of the number of cities, so this solution becomes impractical even for only 20 cities. Select the most accurate statement about TSP: O A greedy algorithm can be used to solve TSP (produce an exact solution) in polynomial time. O A greedy algorithm can be used to approximate a solution to TSP in polynomial time, where the…
- Solve this with complete solution please7. Hany is a student in this class. He knows how to write programs in Python. Given that everyone who knows how to write programs in Python can get a high-paying job. Show that someone in this class can get a high-paying job using quantifiers and rules of inference.Your solution is completely incorrect as where did oyu get 5E could oyu please correct your asnwer? both part a and part b
- Give an example of an integer m that proves the following statement is true: Em (4m 15 75 - 2m). Write your answer as a single integer with no words. - Your Answer: Answer -Let's say, Alibaba has entered inside the mysterious cave with a knapsack of capacity 6 Kg. He found the following valuables in the cave However, he has not found any way to break the items. Item Name Diamond Emerald Ruby Gold Weight (pound) 3. 2. Price (in million 6. BDT per pound) Now your task is to apply a suitable algorithm to help him choosing items to maximize profit. What will be his maximum profit? What are the items to be taken?Write an efficient algorithm for the following problem, and describe your reasoning. Determine the Time complexity and if you cannot find any polynomial time algorithm, then give a backtracking algorithm. Problem: Tower of Hanoi with Every Tower having some Disks Input: Each of the three towers contains roughly n/3 disks. Tower A contains floor(n/3) largest disks. Tower C contains ceiling(n/3) smallest disks. Tower B contains the remaining disks. The disks at each tower are already sorted according to the typical Tower of Hanoi rule. Output: A set of moves that transfers all the n disks to C maintaining the Tower of Hanoi rule that after each move, the smaller disks at a tower will always be above the larger ones.
- Is it true that a greedy algorithm always finds the best solution? Justify your response.Use Cryptarithmetic to solve the following example: Where, Variables: HELPZAR X1 X2 X3 X4 Domains: 0,1,2,3,4,5,6,7,8,9 Constraints: alldiff (HELPZAR) L+ R= A + 10 * X2 We have to assign a number to every letter. The numbers assign to each variable shouldn’t be duplicated. The sum should hold.