9.4-6. Manually apply the Hungarian algorithm to solve the assignment problem having the following cost table: Task 1 2 A B Assignee C D 5564 6473 4745 6 3 4 5647
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- A. Find the GCD of the following using Euclidean Algorithm. 1. (68,328) 2. (252,182) 3. (963, 657) 4. (n, n + 1) B. Find the value of x and y in the equation. 1. (68,328) = 68x + 328y 2. (252,182) 252x + 182y 3. (963, 657) = 963 + 657y =Please use the Crank-Nicolson Algorithm to solve the problemManually apply the Hungarian algorithm to solve the assignment problem having the following cost table: Assignee A B C D 1 4I3N 1 2 2 1 3 2 2 Task 3 0413 لت ليا ت 0 3 0
- 7. What does it mean when we say that an algorithm X is asymptotically more efficient than Y? X will be a better choice for all inputs X will be a better choice for all inputs except possibly small inputs X will be a better choice for all inputs except possibly large inputs Y will be a better choice for small inputsSuppose you have two egg-timers (hour-glasses) — one measures in 32-minute intervals, and the other measures in 12-minute intervals. • Use the extended Euclidean algorithm to obtain an equation that explains how you could time a 8 minute egg with these two timers1. A student wants to know the effect of 2 parameter settings (Number of iterations and learning rate) on the computation time of an algorithm. Experiments were carried out by trying 3 different values for each parameter, then seeing the response to computation time. If we know the experimental results as shown in the following figure, what information can we get? Boxplot of Speed (sec) Boxplot of Speed (sec) 0,8 0,8- 0,7 0,7- 0,6 0.6 0,5 0,5- 0,4 0,4- 0,3 0,3- 0,2 0,2- 0,50 learning rate 500 1000 1500 0,05 0,95 Niteration Speed (sec)
- 10. Use the decreasing time algorithm to create a priority list for the digraph below, then schedule the project with two processors. ***Picture*** Task 6 is done by = ***Processor 1 or 2 *** starting at time = ______ Task 9 is done by = ***Processor 1 or 2 *** starting at time =________ The finishing time for the schedule is _____________Coordinates for a clipping window and a line are given in the following figure. Use Liang- Q1. Barsky algorithm to clip this line with respect to the clipping window. Show your steps and calculations clearly. Ymax=20- Po(8, 12) Ymin=10 P1(30,6) Xmin=10 Xmax=20Find the answer to the following subtraction problem by using the Left to Right Algorithm. Show all work using the correct method on your handwritten work/answer sheet. Make sure your drawing is clear. 3141 - 1183
- Consider the assignment problem having the following cost table. Task Assignee A B с D 1 8 6 7 6 2 6 5 8 7 Manually apply the Hungarian algorithm to solve this problem. 3 3345 4 74666. a. Apply Newton's method to the equation r²- a=0 to derive the following square-root algorithm: Calendar - = ²/1 (²+ = -1) In To Do In+1 = b. Use part a. to compute √700 correct to four decimal places. Notifications 110 InboxCarry out Euclid's algorithm to find d = gcd(16, 10). In the notation of the lecture notes, bo = 16 and b₁ = 10. Enter the first two remainders, b2 and b3, produced by the algorithm. b₂ = b3 = Now carry out the extension to Euclid's algorithm. In the course of the algorithm, you will express d as an integer linear combination of each pair of successive remainders. Enter the integer coefficients that arise for the last three steps. d= d= d= 4.) ·b₂ + ·b₁+ .bo+ b3 ·b2 .b₁. (This line is the final output of the algorithm. The last number you entered should have absolute value less than
