Question

optimize fix, ) 32y2 -25.9x 11.9y+73.7 subject to g(x, y) 2x y (a) Wnite the Lagrange system of partial derivative equations. ons. (Enter yeur answers as a comma-separated list of equations. Use å to represent the Lagrange mutiplier.) as a (b) Locate the optimal point of the constrained system. (Round all values to three decimal places. ) (x, y,nx, y)) . (e) Identify the optimal point as ether a maximum point or a minimum point. O maximum Need Help?
i need help ASAP with this question part a, b and c

Answer 1

Amswey given tat FCis).whichiaDiffeventiotion oyt to'x SP oy Diffeyenhon Re.tally loyt xa ayı yeact Dy 49-119+λ=0 2251-2 6 3

12 103 .6-A357-3A 2 103.6-8A +357-3A 103.6-11A+35-1 tI63.6 +357 43.3 d3.93613 : 259-2(3 9363 ) Hner) y-lit-(39363) ナワ 119-(39363) f(x,y) = 3),Lt2y2-259)(-11-75+73.7 3.10 -119(170 +73-7