Question: i need answer for question 2 1) Suppose P = 3x + 4y is the objective function (Profit function) in a linear programming (maximization) problem,

i need answer for question 2 i need answer for question 2 1) Suppose P = 3x +
1) Suppose P = 3x + 4y is the objective function (Profit function) in a linear programming (maximization) problem, where x is the number of units of product A and y is the number of units of product B. a) What does the coefficient of x represent? How about the coefficient of y? b) Given the linear programming problem: Resource 1 and 2x + y 55 Resource 2 1) What is the linear inequality that represents "h" unit increase in Resource 1? it) Write the inequality that represents "k" units of increase in Resource 2. X+ y S3 2) Find the range of values for the coefficient of "y" in the objective function of question 1, so that the optimal solution remains unchanged

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