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Question 19 1?. An element to establish a negligent tort is that the defendant breached a duty of care owed to the injured person. If} True '1?) False Question 20 20. Inducing someone to breach {or break} a contract with another partyr is legally:r permissible if done in the name of competition. C) True CI False Consider the graph below. The market price is P. Suppose the government by rule or regulations sets a regulated price of P, or P. P Market S1 P 2 Starting Equilibrium P 1 P3 D1 Q1 QView History Bookmarks Window Help $ 16% vsu.view.usg.edu C Updat Quizzes - The Environment of Business Section B Fall 2019 CO - Valdosta State University Some a available m 4 imit: 1:15:00 Time Left:0:19:54 Marlene Frauenfelder: Attempt 1 1: Question 5 (3.57 points) Saved 2 3 A tort resulting from an injury where the defendant failed to use reasonable care is called. 6 . Negligence. 9 Careless Torts. Strict liability. 11 12 Intentional Torts. 14 15 Question 6 (3.57 points) Saved 17 18 Which of the following business dies when the owner dies? Limited liability Company 20 21 . C Corporation Limited Partnership 12 Q Search or enter website name &Write down the iterative schemes for the Jacobi, Gauss-Seidel and SOR methods. Explain how SOR is obtained from the Gauss-Seidel method. Explore convergence property of the Jacobi and SOR method for the system A,r = b 0 0 .. . 0 b = [1... 17 n = 30 0 2 Use r() = [000.. . Of , Wapt = 1+ sin Iterate until (x - z()| $ 0.00005 The exact solution a can be found as r = A\\b Implement the SOR method (.m file should be submitted). Jacobi and Gauss-Seidel can be found on the webpage (code Create a table k Error Jacobi Error SOR Ratio Jacobi (c) Ratio SOR (c) E. EsOR 10 K where E Janda 5law- error estimate for Jacobi, Egon - error estimate for SOR, K number of iterations which SOR method needed to reach the prescribed accuracy.5. Consider the system 11 12 Co 13 (a) Create a Jacobi iterative formula that is guaranteed to converge for solving the above system of equations. (Hint: you need to rearrange the equations) (b) Compute 10 Jacobi iterations (use your calculator) starting with x(0) = 0. (c) Create a Gauss-Seidel iterative formula that is guaranteed to converge for solving the above system of equations. (d) Compute 10 Gauss-Seidel iterations (use your calculator) starting with x(0) = 0. (e) Compute the exact solution (any way you like). (f) Between the Jacobi and the Gauss-Seidel iterative methods, which one is faster? 6. Solve the linear system 2x1 - 22 + 23 = 2x1 + 2x2 + 213 = -X1 - 22 + 213 = iteratively. (a) Use the Jacobi method with x ) = 0 to compute the next 10 Jacobi iterations (use your calculator). (b) Compute the exact solution (any way you like) and use it to find the co-norm of the error in 5th Jacobi iterate. 32