1) Solve the given travelling salesman problem to minimize the cost of travelling. To A B C D E A 10 25 25 10 From 1 10 15 2 C 8 9 20 10 D 14 10 24 15 00 E 10 8 25 27
Q: Q2. Given the Weight matrix below, Demonstrate using the dynamic algorithm in solving Travelling…
A: we have to do dynamic algo to find minimum cost.
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A: The solution for the above-given question is given below:
Q: Question – 5: Travelling Salesman Problem Define the travelling salesman problem and try to explain…
A: Definition: Travelling salesman Problem: It is otherwise called as the TSP. It will have some of…
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A: S = 10*L0.4C0.6
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Q: Find the total cost of transportation for the following problem using the method of transportation…
A: The total cost of transportation for the following problem using the method of transportation is…
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Q: Q6) by using the (graphical method) find the optimum solution of X1, X2 that the minimum Z=10X1+25X2…
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Q: 3. Consider an EOY geometric gradient, which lasts for eight years, whose initial value at EOY one…
A: i will give this question aswer in next step
Q: Consider the following transportation problem. Find the starting solution by using N.W.C method.…
A: Answer: The total minimum transportation cost for the given problem is 3350.
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A: solution is given below
Q: Using Knapsac algorithm, solve the problem. Following are the list of items, and the size of Knapsac…
A: We will solve this by greedy method.. item carrot Radish cucumber Beans cauliflower Okra Potatoes…
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Q: Q2) Show that: The right side of the following equation is equal to the left side, by choosing any…
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Q: Example 4: Solve ii) iv) y" - 2y' + y = 3e2x.
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A: the answer is:
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A: Given that - p V q, and supposer r.
Q: Q/ Find the solution to the problem y(0)=1 , h=0.05 y' = y- 2x find y(0.1) Euler's way y
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- Using an Enigma Machine Simulator, solve the following code: Code: YHNJLBSLFNUPIBJYQSNYRUBMOLYCDRUVCLRBGMBCVW Starting Rotor Position: ISTSuppose two mobile phone companies sale their internet packages as 256KB connection for Rs.1500 per month, 512KB connection for Rs. 1900 per month, 1MB connection for Rs. 2800 per month and 4MB connection for Rs. 3800 per month. The table below summarizes the number of connections both companies have sold per month 512KB 1MB 4MB 256 KB 175 Company A Company B 60 22 8. 250 180 65 23 What is total annual revenue of Company A? What is total quarterly reveue of Company B?Please solve subparts A,B,C with step thank u. Im needed in 30 minutes thank u 4. A GPS receiver product is a device used to receive signalsin the form of a sine wave emitted by GPS satellites. Company A produces 70% of GPS receiver products sold in the market, company B produces 20% and company Cproduce 10%. The GPS receivers manufactured by companies A, B and C have aproduction defects are x%, y% and z%, respectively. A. Write down the last five digits of your NIMp = B. Calculate x with the following formula: x = p/12345, where p are the last five digits of NIMYou and x have an accuracy of up to one decimal placex = C. Calculate y with the following formula: y = (70000-p)/10000 and y has an accuracy of up to onedecimal number y = Note = NIM = 43406
- Define DFA M2 by werre E = {0,1} Q = {q0, 41, 42, 43, 4} J9(i+2) mod 5 if a = 0 8(qi, a) 9(i+3) mod 5 if a = 1 9o = 90 F = {q0}Alice and Bob has designed an RSA algorithm based on n = 152416431947009. Bob chooses the public key eB = 11. (a) Find the private key dB of Bob so that 0 < dB. Justify each step. (b) What should Alice do to send the message 123456789 to Bob? What message Bob receives? (c) What should Bob do to decrypt the message he receives from Alice? Please solve all part1. Find q and r if a = 48 and b = 17. 2. Find x in LaTeX: b=ax if a=23 and b=368 3. Find q and r if a = 21931 and b = 14237 4. Find x in LaTeX: b=ax if 10|-112
- Example: (HW) Suppose a movie theater ha 36 seats, laid out in a rectangular six rows by six seats. Let the seats be price as indicated 111111 122221 125521 125521 122221 111111algorithm to the following graph to find the shortest path (and its cost) from s to t. Write down all s. Find shorstest path and calculate cost. 1 3 81 82 8 3 83 SA 7 1 10 85Let's say that Alice and Bob are exchanging keys using Diffie-Hellman key exchange using multiplicative group Z*401 and generator g=17. Let's say that Alice chooses secret exponent x=231 and receives the number 99 from Bob. What number should Alice send to Bob?____ What number do Alice and Bob compute as their shared secret?_____
- 4804272871/Downloads/AP%20Computer%20Science%20Principles%20Practice%20Exam-%20Test%20(1).pdf lodules x" How to reduce (sim.. E Equivalent Fraction. Daily Tabs O Calculator E Student Technology... AClasses 2020 ciples Practice Exam 1 for the Spring .. 51 / 68 111% 50 AP Computer Science Principles Practice Exam 52. Which of the following best explains how IP addresses are assigned? (A) As a new device is connected to the Internet, it is assigned an IP address to enable communication on the network. (B) IP addresses are assigned only to servers that host Web sites; user devices do not require an IP address. (C) New devices are connected to the Internet without an IP address, but are eventually assigned an IP address once they can be verified by a certificate authority. (D) New devices are connected to the Internet without an IP address; IP addresses are assigned only for encrypted communications. X, DOO F11 F9 F10 F12 F5 F6 F7 F8 F3 F4 %23 % & %24solve for x in the equation using Excel 3(x+4)=9-2xExchange the real and imaginary parts of the following matrix? A = %3D 0.8147 + 0.1576i 0.9134 + 0.4854i 0.9058 + 0.9706i 0.6324 + 0.8003i A= 0.1576 + 0.8147 / 0.4854 + 0.9134 A= 0.1576 + 0.8147i / 0.4854 + 0.9134i A = 0.1576 + 0.8147i / 0.4854 + 0.9134i/ 0.9706 + 0.9058i / 0.8003 O + 0.6324i A = 0.1576i + 0.8147 / 0.4854i + 0.9134/0.9706 + 0.9058i/0.8003 + 0.6324i