Refer to page 36 for solving a bang-bang control problem. Instructions: • Formulate the problem, identifying the control constraints. • • Apply Pontryagin's Maximum Principle to derive the switching conditions. Clearly illustrate the switching points in the control trajectory. Verify the solution satisfies the optimality criteria. Link: [https://drive.google.com/file/d/1wKSrun-GlxirS31Z9qoHazb9tC440 AZF/view?usp=sharing]

to part a, write the linear constraints necessary to enforce this restriction. 2) We have just solved a product-mix problem with 4 types of products (W, X, Y, Z), where the total profit (in $ US) is maximized and Excel Solver generates the sensitivity report given in the Table below. Please pick the best answer for the following questions regarding sensitivity analysis and give explanation for each answer. Variable Cells Objective Coefficient 450 Final Reduced Allowable Allowable Name Value 23.36 Cost Increase 300 Decrease 66.67 42.86 1E+30 Y 17.55 0. 1150 350 ??? 27.27 27.27 800 300 W ?2? -95.45 95.45 IE+30 Constraints Constraint Final Shadow Allowable Allowable Decrease Increase 1E-30 Name Value Price R.H. Side 254.55 5545.45 730 29200 33590 91 5800 730 29200 60500 Resouree 1 Resource 2 71.82 280 193 2800 8566.67 Resource 3 0.18 1E-30 26909.09 Resource 4 0.

Chart Text Shape Med BOBI 6) In the Graph Y. why is it a good idea to apply a constraint the regression coefficient ?

Find the maximum and minimum of ?(?, ?) = 5? − 3?, subject to the constraint ?^ 2 + ?^ 2 = 136.

what about the constraints equations ?

How can we interpret non-basic slack variables within an optimal solution? Select one or more: as the amount of uninvested money cannot be interpreted as possible increase in risk as exceeding the minimum requirement to invest in gold as the annual return on the total money invested as the difference between invested money in silver and in platinum

P.MS.AMPA x 1.GEOMETRYCP. MS.AMPARO94/_layouts/15/Doc.aspx?sourcedoc%3{cf5f1c7b-680c-4e0a-a691-ada5a1d2... Cortes, O Notebook S1.P3.GEOMETRY CP.MS.AMPARO Notebook L Immersive Reader A This page is locked and can't be edited at this time. Select the transformations that take figure F to figure . (GCO.5) F it... n... Reflect figure F across the *axis. Rotate figure F 90° clockwise around the origin. a. C. b Reflect figure F across the Y axis. d. Rotate figure F 180° counterclockwise around the origin. Enter your answer

Please recheck & provide clear and complete solution in scanned handwriting or computerized output thank you

What are Equality Constraints?

Let f(x) = -196x₁ — 103x2 +(37x² + 13x² + 32x1x2). -