Determine the optimal solution of the following NLPP by Lagrange multiplier method Optimize Z=x12-10x1+x22 -6x2+x32-4x3 , subject to x1+x2+x3=7 ,x1,x2,x3>=0
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p, q, r and s are one of the digits 1, 7, 5 or 6, with each digit used only once. How many different values of p × s + r × q can be obtained? A television channel has eight ...
Solve the following quadratic programming problem(Wolf’s method) Maximize Z = 2x1+x2-x12, Subject to 2x1+3x2 ≤ 6, 2x1+x2 ≤ 4, x1, x2≥ 0
Consider following NLPP Min Z=2x₂²-24x₁+2x₂²-8x₂+2×3²-12×3+200 By separating this function show that it is convex