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Given the system of linear inequalities below. You are completing a maximization problem where you have...
56 of 57 (55 12.8.9 Solve the given linear programming problem. Maximize z= 8x + 5y...
56 of 57 (55 12.8.9 Solve the given linear programming problem. Maximize z= 8x + 5y subject to x20, y20, x +y 55, x+y23 What is the solution? The maximum value of z is z=(. and it occurs at the point (x,y)=N (Type exact answers. Type integers or simplified fractions.) n ח Enter your answer in the edit fields and then click Check Answer All parts showing Clear All 5203 MAC 1105 College Algebra) is based on Sullivan: Algebra &...
Can you please help me with these questions. 1). Maximize P subject to the given conditions....
Can you please help me with these questions. 1). Maximize P subject to the given conditions. P = 6x − 7y x ≥ 0 y ≤ 3 x − y ≤ 4 maximum value P = point where maximum occurs (x, y) = 2). Find the coordinates of the vertex of the graph of the equation y = 1/2x2 − x + 2. (x,y) =
Problem 2: Samsung Electronics manufactures smartphone microprocessors whose cost function is given by C=6X+9, where X...
Problem 2: Samsung Electronics manufactures smartphone microprocessors whose cost function is given by C=6X+9, where X is the number of microprocessor chips. The selling price per unit is P=30-3X and maximum output of the plant is 30,000 units per month. a. Determine the optimal demand for the microprocessor chips. b. What is the maximum profit per month? c. At what volume(s) of production does breakeven exist? d. What is the company's range of profitable demand?
Suppose that you have estimated the following output function where L is labor and K is...
Suppose that you have estimated the following output function where L is labor and K is capital: Y = K1/4L1/2 You know that the current price of labor is $10 and capital cost is $1 per per machine (capital). You currently use 81 units (machines) of capital (K). The price of the output is $20 (y). Given a fixed level of capital (K=81), and a price of $20 per unit of output, what is the level of output you will...
Problem 1-09 (Algorithmic) Suppose the following is the mathematical model: Max 11>x ax 55 where a...
Problem 1-09 (Algorithmic) Suppose the following is the mathematical model: Max 11>x ax 55 where a is the number of hours required for each unit produced with a = 4, the optimal solution is x = 13.75. If we have a stochastic model with a = 2, a = 3, a = 4, or a-5 as the possible values for the number of hours required per unit, what is the optimal value for x? Round your answers for the optimal...
Solve the linear programming problem. What is the maximum value of z? Maximize Select the correct...
Solve the linear programming problem. What is the maximum value of z? Maximize Select the correct choice below and fill in any answer boxes present in your choice. z = 10x + 10y A. Za Subject to (Type an integer or a fraction.) B. There is no maximum value of z. 9x + 9y > 171 11x – 12y = 2 X + y = 42 x, y 0 At what corner point(s) does the maximum value of z occur?...
2. Consider the following linear model where c has not yet been defined. Max z =...
2. Consider the following linear model where c has not yet been defined. Max z = C1x1 + x2 s.t. X1 + X2 <6 X1 + 2.5x2 < 10 X1 2 0,X220 Use the graphical approach that we covered to find the optimal solution, x*=(x,x) for all values of - Sci so Hint: First draw the feasible region and notice that there are only a few corner points that can be the optimal solution. Also remember that if the objective...
2. Consider the following linear model where c has not yet been defined. Max z =...
2. Consider the following linear model where c has not yet been defined. Max z = C1x1 + x2 s.t. X1 + X2 <6 X1 + 2.5x2 < 10 X1 2 0,X220 Use the graphical approach that we covered to find the optimal solution, x*=(x,x) for all values of - Sci so Hint: First draw the feasible region and notice that there are only a few corner points that can be the optimal solution. Also remember that if the objective...
A company that manufactures three products, A. & and using three machines, M1, M2, and M3,...
A company that manufactures three products, A. & and using three machines, M1, M2, and M3, wants to determine the optimal production schedule the maximizes the total profit. Product A has to be processed by machines M1, M2, and M3, product B requires M1 and M3, while product requires M1 and M2. The unit profits on the three products are $5,54 and 56, respectively. The following linear program is formulated to determine the optimal product mic Maximize S. Z-5x -...
True or False: You need to explain briefly your answers. (a) (10pts) In the CAPM model,...
True or False: You need to explain briefly your answers. (a) (10pts) In the CAPM model, if a stock lies strictly below the budget line (recall that we label the standard deviation of a stock’s return on the x-axis and the mean of that on the y-axis), then it is for sure that no one will want to hold this stock in his optimal choice since there is always an alternative with less risk or greater expected return. (b) (10pts)If...
56 of 57 (55 12.8.9 Solve the given linear programming problem. Maximize z= 8x + 5y subject to x20, y20, x +y 55, x+y23 What is the solution? The maximum value of z is z=(. and it occurs at the point (x,y)=N (Type exact answers. Type integers or simplified fractions.) n ח Enter your answer in the edit fields and then click Check Answer All parts showing Clear All 5203 MAC 1105 College Algebra) is based on Sullivan: Algebra &...
Problem 2: Samsung Electronics manufactures smartphone microprocessors whose cost function is given by C=6X+9, where X is the number of microprocessor chips. The selling price per unit is P=30-3X and maximum output of the plant is 30,000 units per month. a. Determine the optimal demand for the microprocessor chips. b. What is the maximum profit per month? c. At what volume(s) of production does breakeven exist? d. What is the company's range of profitable demand?
Problem 1-09 (Algorithmic) Suppose the following is the mathematical model: Max 11>x ax 55 where a is the number of hours required for each unit produced with a = 4, the optimal solution is x = 13.75. If we have a stochastic model with a = 2, a = 3, a = 4, or a-5 as the possible values for the number of hours required per unit, what is the optimal value for x? Round your answers for the optimal...
Solve the linear programming problem. What is the maximum value of z? Maximize Select the correct choice below and fill in any answer boxes present in your choice. z = 10x + 10y A. Za Subject to (Type an integer or a fraction.) B. There is no maximum value of z. 9x + 9y > 171 11x – 12y = 2 X + y = 42 x, y 0 At what corner point(s) does the maximum value of z occur?...
2. Consider the following linear model where c has not yet been defined. Max z = C1x1 + x2 s.t. X1 + X2 <6 X1 + 2.5x2 < 10 X1 2 0,X220 Use the graphical approach that we covered to find the optimal solution, x*=(x,x) for all values of - Sci so Hint: First draw the feasible region and notice that there are only a few corner points that can be the optimal solution. Also remember that if the objective...
2. Consider the following linear model where c has not yet been defined. Max z = C1x1 + x2 s.t. X1 + X2 <6 X1 + 2.5x2 < 10 X1 2 0,X220 Use the graphical approach that we covered to find the optimal solution, x*=(x,x) for all values of - Sci so Hint: First draw the feasible region and notice that there are only a few corner points that can be the optimal solution. Also remember that if the objective...
A company that manufactures three products, A. & and using three machines, M1, M2, and M3, wants to determine the optimal production schedule the maximizes the total profit. Product A has to be processed by machines M1, M2, and M3, product B requires M1 and M3, while product requires M1 and M2. The unit profits on the three products are $5,54 and 56, respectively. The following linear program is formulated to determine the optimal product mic Maximize S. Z-5x -...
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