Question & Answer: PLEASE ONLY DO PART TWO 'MATLAB'.. PLEASE SHOW CLEAR WORK…….

2) Two systems of equations are given below. One system can be sol form, and solving for the unknowns simultaneously. The other by writing the equations in matrix 3/8 system must be solved iteratively 13 + U=16 3(u + v-w) = u_3v a) Choose the system that can be solved simultaneously and write the equations in matrix form. (4 pts) b) This system can be also solved iteratively, using Gauss-Seidel. Write the MATLAB code needed to obtain a guaranteed solution, accurate to 3 sig figs. Your code should have the results for u v & vw displayed to the screen in a sentence (do not solve by hand). (10 pts) Page #3:- / It pts

PLEASE ONLY DO PART TWO ‘MATLAB’.. PLEASE SHOW CLEAR WORK..

Two systems of equations are given below. One system can be solved by writing the equations in matrix form, and solving for the unknowns simultaneously. The other system must be solved iteratively 5u + 4(upsilon – 1) = 10u – 9 + 2(v + w) 4u^2 – upsilon = -4 u – 10 + 8w = -(u + upsilon) + 5 upsilon u^3 + upsilon = 16 3(u + upsilon – w) = u – 3 upsilon a) Choose the system that can be solved simultaneously and write the equations in matrix form. b) This system can be also solved iteratively, using Gauss-Seidel. Write the MATLAB code needed to obtain a guaranteed solution, accurate to 3 sig figs. Your code should have the results for u v & w displayed to the screen in a sentence (do not solve by hand).

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