Question: PLEASE ANSWER NUMBER 2!!!! 2. NET RETURN MAXIMIZATION FOR RICE CORN FARM ENTERPRISE. SOLVE THE FOLLOWING LINEAR PROGRAMMING PROBLEMS USING THE GRAPHICAL SOLUTION. IDENTIFY THE

PLEASE ANSWER NUMBER 2!!!! 2. NET RETURN MAXIMIZATION FOR RICE CORN FARM ENTERPRISE.

SOLVE THE FOLLOWING LINEAR PROGRAMMING PROBLEMS USING THE GRAPHICAL SOLUTION. IDENTIFY THE FEASIBLE REGIONS. FEASIBLE CORNER POINTS AND THE OPTIMAL SOLUTIONS. PLEASE ANSWER WITH COMPLETE SOLUTION. PLEASE ANSWER NUMBER 2!!!! 2. NET RETURN MAXIMIZATION FOR RICE CORN FARM

Solve the following linear programming problems using the graphical solution Identify the feasible regions, feasible corner points and the optimal solutions: 1. Profit Maximization for Com-Soybean Farm (25 points) Resources Amount Crop Production Enterprise Constraints Available Corn Soybean a) Crop land 400 acres 1 1 b) Family labor 225 hours 0.45 0.60 c) Operating capital P35,000.00 110 60 Net Income per acre P150.00 P140.00 2. Net Return Maximization for Rice-Corn Farm Enterprise (30 points) Resources Amount Crop Production Enterprise Constraints Available Corn Rice a) Crop land 10 acres 1 1 b) Labor for land preparation 75 hours c) Labor for planting 200 hours 8 d) Labor for harvesting 160 hours 8 Net Return per acre P400.00 P300.00 0 10 8 8 20 Solve the following linear programming problems using the graphical solution Identify the feasible regions, feasible corner points and the optimal solutions: 1. Profit Maximization for Com-Soybean Farm (25 points) Resources Amount Crop Production Enterprise Constraints Available Corn Soybean a) Crop land 400 acres 1 1 b) Family labor 225 hours 0.45 0.60 c) Operating capital P35,000.00 110 60 Net Income per acre P150.00 P140.00 2. Net Return Maximization for Rice-Corn Farm Enterprise (30 points) Resources Amount Crop Production Enterprise Constraints Available Corn Rice a) Crop land 10 acres 1 1 b) Labor for land preparation 75 hours c) Labor for planting 200 hours 8 d) Labor for harvesting 160 hours 8 Net Return per acre P400.00 P300.00 0 10 8 8 20

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