Program A consists of 50 minutes of endurance, 40 minutes of agility and 30 minutes of strength training. On the other hand, program B provides 50 minutes of endurance, 25 minutes of agility and 40 minutes of strength training. Program A costs $75 a session and program B costs $125 per session. Throughout the 8-week training period, the Judo coaches will closely monitor each player's progress, adjust their training program as needed, and provide additional support and guidance to ensure that they are fully prepared for the regional championship. The aim of the program is to enhance athlete performance by maximising their training across the 3 areas of endurance, agility, and strength. Each Judoka requires at least 1000 minutes strength training, 750 minutes of endurance training and 400 minutes of agility. 1. Construct a table showing: ● ● the number of the elements required for each item. the amount of each element available or the minimum requirements of each element. 2. State the objective function and determine the constraints for each element. 3. Produce a labelled graph showing the feasible region. 4. Find the optimal solution by considering the feasible points. I
Program A consists of 50 minutes of endurance, 40 minutes of agility and 30 minutes of strength training. On the other hand, program B provides 50 minutes of endurance, 25 minutes of agility and 40 minutes of strength training. Program A costs $75 a session and program B costs $125 per session. Throughout the 8-week training period, the Judo coaches will closely monitor each player's progress, adjust their training program as needed, and provide additional support and guidance to ensure that they are fully prepared for the regional championship. The aim of the program is to enhance athlete performance by maximising their training across the 3 areas of endurance, agility, and strength. Each Judoka requires at least 1000 minutes strength training, 750 minutes of endurance training and 400 minutes of agility. 1. Construct a table showing: ● ● the number of the elements required for each item. the amount of each element available or the minimum requirements of each element. 2. State the objective function and determine the constraints for each element. 3. Produce a labelled graph showing the feasible region. 4. Find the optimal solution by considering the feasible points. I
Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter11: Systems Of Equations
Section11.CT: Test
Problem 24CT
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