A garden shop sells two kinds of mixtures for planting. A package of gardening mixture requires 2 pounds of soil, 1 pound of peat moss, and 1 pound of fertilizer. A package of potting mixture requires 1 pound of soil, 2 pounds of peat moss, and 3 pounds of fertilizer. The shop has 16 pounds of soil, 11 pounds of peat moss, and 15 pounds of fertilizer. If a package of gardening mixture sells for $3.00, and a package of potting mixture for $5.50, how many of each should the shop make to maximize the revenue? What is the maximum revenue? Complete parts (a) through (e). (a) Complete the following table. Gardening Mixture Number of packages Pounds of soil Pounds of peat moss Pounds of fertilizer Revenue per package ($) (Type an integers or decimals.) (b) Set up the corresponding linear programming problem. Maximize z= (Type integers or decimals.) subject to: X S 16 11 S 15 x 2 0 y z 0 (Type expressions using x and y as the variables.) S Potting Mixture Maximum Amount
A garden shop sells two kinds of mixtures for planting. A package of gardening mixture requires 2 pounds of soil, 1 pound of peat moss, and 1 pound of fertilizer. A package of potting mixture requires 1 pound of soil, 2 pounds of peat moss, and 3 pounds of fertilizer. The shop has 16 pounds of soil, 11 pounds of peat moss, and 15 pounds of fertilizer. If a package of gardening mixture sells for $3.00, and a package of potting mixture for $5.50, how many of each should the shop make to maximize the revenue? What is the maximum revenue? Complete parts (a) through (e). (a) Complete the following table. Gardening Mixture Number of packages Pounds of soil Pounds of peat moss Pounds of fertilizer Revenue per package ($) (Type an integers or decimals.) (b) Set up the corresponding linear programming problem. Maximize z= (Type integers or decimals.) subject to: X S 16 11 S 15 x 2 0 y z 0 (Type expressions using x and y as the variables.) S Potting Mixture Maximum Amount
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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