I need someone with expertise in applied math for business and administration to help me with the final exam. It will include finance questions and a very few calculation questions. Need help with sol

I need someone with expertise in applied math for business and administration to help me with the final exam. It will include finance questions and a very few calculation questions. Need help with sol
Math 1301 Final Exam Review Fall 2021 Skills to Acquire Graph inequalities and systems of in- equalities. Create linear programming systems from word problems. Find the solutions to linear program- ming problems graphically, using the method of corners. Solve standard maximization problems using the simplex method. Solve standard minimization problems using duals. Given Formulas Note: All formulas from both previous reviews will be included on the test. No new formulas from Chapter 6 will be provided. Textbook Problems It is not intended for you to do all of the textbook problems. This is just a list of problems that are relevant to the materials taught in the course, and useful if you need additional practice with a speci c type of problem. 6.1 – 1-18, 20-21, 23-43 6.2 – 1-30 6.3 – 1-48 6.4 – 1-13, 17-31, 34-50 6.5 – 7-27 Practice Problems 1.Graph the following system of inequalities. Be sure to shade the full solution set. (a) x+ y > 7 x + 6 y 12 2 x + 4 y < 22 (b) x+ 3 y 24 2 x + y 13 x 0 y 0 1 Math 1301 Final Exam Review Fall 2021 (c)3 x+ 4 y < 16 2 x + 5 y 25 x 0 y 0 2.Solve the following systems using the method of corners. (a)Maximize and minimize F= 2 x+ 5 yunder the constraints: 2 x + 3 y 36 2 x y 12 x 0 y 0 (b)Maximize and minimize G= 3 x+ 5 yunder the constraints: 3 x + 6 y 36 5 y x+ 30 x + y 12 3.Build a maximization or minimization from the following word problems. Graph and solve using the method of corners. (a)A shuttle service is purchasing a new set of vehicles, vans and cars. They have secured a deal where they can purchase vans for $60,000 and cars for $20,000, and have a maximum of $600,000 to spend. They also can't purchase more than 20 vehicles, given the number of drivers they have on sta . If vans seat 4 passengers and cars seat 2, what number of vans and cars should they purchase to maximize the number of people they can carry? (b)A conference centre is trying to minimize costs during an event. It costs $200 dollars to keep a large hall open every day, and $35 to keep a smaller room open. The large hall has a capacity of 200 people, the smaller rooms a capacity of 40, and the conference currently using their building has 800 people attending. There needs to be at least 8 rooms (halls or small rooms) open, given the number of simultaneous events they are holding. How many halls and smaller rooms should they have open to minimize costs? 4.Make a simplex tableau for the following maximization problem. You do not need to solve the system. Maximize P= 12 x+ 4 ysub ject to the constraints 2 x + y 12 x + 5 y 2 x 0 y 0 5.Read the solutions from the following simpli ed tableau. 2 Math 1301 Final Exam Review Fall 2021 (a) x y z u v P 0 0 1 -3 0 0 2 1 0 0 1/4 1 0 4 0 1 0 2 7 0 7 4 6 7 12 3 1 25 (b) x y u v P 0 1/3 1 2 0 2 1 2/3 0 1 0 4 0 5/6 0 1/8 1 50 6.Solve the following using the simplex method. Maximize P= 40 x+ 30 ysub ject to the constraints x + y 12 2 x + y 16 x 0; y 0 7.Write, but do not solve, the dual system of the following minimization problem. Minimize C= 6 x+ 3 ysub ject to 3 x + y 5 x + 5 y 10 x 0, y 0 8.Read the solution to the primal minimization problem from the fully reduced dual tableau. u v x y P 0 1 3 2/3 0 8 1 0 1/5 1 0 6 0 0 5 3 1 33 9.A ready-made food service is shipping large meals. Regular packages cost $14 to ship, and deluxe packages cost $20. A regular package can hold 1 protein item and a deluxe package can hold 2 protein items, and they need to send each customer at least four. Similarly, a regular package can hold 7 vegetable items and a deluxe package can hold 6, and they need to send each customer at least 20. How many of each package type should they use to minimize costs? 3 Math 1301 Final Exam Review Fall 2021 Solutions 1.(a) 0 1 2 3 4 5 6 7 8 9 10 11 12123456 y x (b) 0 1 2 3 4 5 6 7 8 9123456789 y x (c)No solutions. 2.(a)Maximum: (0 ;12) Minimum: (0 ;0) (b)Maximum: (5 ;7) Minimum: (0 ;6) 3.(a)Buy 5 vans and 15 cars. (b)Open 20 smaller rooms. 4. x y u v P 2 1 1 0 0 12 1 5 0 1 0 2 -2 -4 0 0 1 0 5.(a) Phas a maximum of 25 when x= 4, y= 7, and z= 2 (b) Phas a maximum of 50 when x= 4 and y= 0 6.Maximum of 400 when x= 4 and y= 8. 7.Maximize P= 5 u+ 10 vsub ject to 3 u + v 6 u + 5 v 3 u 0, v 0 8.A minimum of 33 occurs when x= 5 and y= 3. 9.Use 2 regular packages and 1 deluxe package, minimum is $48. 4