The optimal path for the TSP for a graph represented by the matrix C- (c), is given by the formulag(4, 5) - min (ea+ g(k,S- (k)))kes2 346.C- 26.6429 2g(2, (3)) --2.%242.3.1.

Given, the optimal path for the TSP for a graph represented by the matrix C=(cij), is given by the…

Answered: The optimal path for the TSP for a

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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how do you work a,b, and C? Thanks!
3 The ordering and trans Portation cost C (in hundreds of dollars) for an automobi le dealership is modeled by C=6 + where X is the number of automobiles ordered. tind the Open interuals on which the cost is increasing or decreasing.
sments/617ad625f43cdc004ebea94a?start=true Update Lines OPEN Turned in automally when late perioe A company can produce 20 items for a total cost of $890, and has fixed costs of $510. They sell the items to the public for $27 each. Answer each of the following. Enter all answers below in slope-intercept form, using exact numbers. a. Find the company's linear cost function. C(x) = 890x+510 b. Find the company's linear profit function. P(x) -863x + 510 Submit answer Show all PS02 - Linear Appl..pdf O EE120B62-D458-4...JPG 823BEC84-51D4-4..JPG BF2A37CE-889C-4..JPG 6:48 PM 52°F O 4x 10/29/2021
Linear least squares Consider the relation between hours of study and quiz grade for three different students. -- Student 1 did not spend any time and received 5 in the quiz. P = (0, 5) -- Student 2 spent an hour studying and received 5 in the quiz. P2 = (1, 5) -- Student 3 spent two hours studying and received 8 in the quiz. P3 = (2, 8). We want to find a linear relation between hours of study and grade of the quiz y = mx + q where m and q are our unknowns, x represents the hours studied for the quiz and y the quiz grade. (a) Show that there is no line y = mx + q that passes through Pi , P2 and P3 using an inconsistent system of equations. Hint: Substitute the x and y values of P1, P,, P3 in the line equation and show that the 3x2 system with unknowns m and q has no solutions. (b) Write the system of equations for part a) in matrix form Ax = b where x = (m, q)" . (c) Compute (A' A)¯ using the determinant formula in Chapter 3.2 of the Kuttler textbook. (d) Compute x = (A" A)~!A" b and…
Only Question E
C=-40) 2. Write a piece-wise function for the following graph. Hint: find linear equations for each "piece" of the function with its associated domain restriction. Page Section 1.3-14 Lab МАT 171 ance tra Capacity Ring aper than round ring рарer nteed t stick available in most versions and close with one touch transfer, non-stick material material is PVC FREE ide binders for covering extra-wide dividers. 697124
Teachers get courses assigned to teach each semester. For each instructor, there are the courses that the instructor can teach based on the skill set of the instructor, and there are courses that the teacher would rather teach all the time, closer to their specialization. To be able to teach in any department, a teacher must be able to teach more than the favorite courses. Let X denote the proportion of teachers who teach the whole spectrum of courses taught in a department, and Y the proportion of teachers who teach the courses they specialize in. Let X and Y have the joint density function : f(x,y)=2(x+y),0<y<x<1 (a) Given that 10% of the teachers teach the whole spectrum of courses, what is the probability that fewer than 5% teach their favorite courses? (b) What is the expected percentage of teachers teaching their favorite courses when the proportion of teaching the whole spectrum is 0.7?

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