Find the maximum value of F=-30x+50y in the feasible region shown below? Is the feasible region bounded or unbounded? (0, 4) (0, 0) A. Complete the table below Corner Point (x,y) (12, 9) (22, 0) F=-30x+50y Maximum value is and it occurs at B. Is the feasible region bounded or Unbounded? Explain

- V:or 1%AT h. N Q3 L-7.pdf Use the simplex method to find the maximum value of : = 2x, - x, + 2r, Objective funetion subject to the constraints s 10 2x, + x2 X + 2r, - 2x, s 20 X + 2x, s 5 where x, 2 0, x, 2 0, and x, 2 0. 1- Design the below table to solution the problem ? C, В.С В.V X, X2 X3 S1 S2 S3 RHS Ratio S1 1 1 10 S2 1 2 -2 20 S3 1 1 Z=EX,*BC, Z-C, 2-Choose the entering variable? Why? 3-Obtained (by Gauss Jordan elimination) the departing variable row? Why? 1. 2.

x3 5. f(x) = ²x² + 8x - 64, what's the minimum point of f(x)? 3 2

Hi, can you help with #2? Thank you.