Read the information below and construct the objective function, and the associated constraint inequalities. DO NOT SOLVE THE MINIMUM PROBLEM. A nutritionist advises an individual who is suffering from iron and vitamin-B deficiency to take at least 1700 milligrams (mg) of iron, at least 2300 mg of vitamin B1 (thiamine), and at least 2000 mg of vitamin B2 (riboflavin) over a period of time. Two vitamin pills, brand A and brand B, are suitable to meet these requirements. Each brand A pill costs $0.07 and contains 80 mg of iron, 60 mg of vitamin B1, and 20 mg of vitamin B2. Each brand B pill costs $0.10 and contains 35 mg of iron, 40 mg of vitamins B1, and 28 mg of vitamin B2. Construct the objective function for minimizing the cost, and construct the associated constraint inequalities by selecting the appropriate symbol or number from the dropdown lists below. Note: The symbol <= in the dropdown list indicates "less than or equal to", and the symbol >= in the dropdown list indicates "greater than or equal to". A+ [Select] C [Select] [Select] 60A+ [Select] [Select] A [Select] B [Select] A+35B [Select] A+ 28B [Select] 0 ✓B [Select] 0 B 1700 2300 2000
Read the information below and construct the objective function, and the associated constraint inequalities. DO NOT SOLVE THE MINIMUM PROBLEM. A nutritionist advises an individual who is suffering from iron and vitamin-B deficiency to take at least 1700 milligrams (mg) of iron, at least 2300 mg of vitamin B1 (thiamine), and at least 2000 mg of vitamin B2 (riboflavin) over a period of time. Two vitamin pills, brand A and brand B, are suitable to meet these requirements. Each brand A pill costs $0.07 and contains 80 mg of iron, 60 mg of vitamin B1, and 20 mg of vitamin B2. Each brand B pill costs $0.10 and contains 35 mg of iron, 40 mg of vitamins B1, and 28 mg of vitamin B2. Construct the objective function for minimizing the cost, and construct the associated constraint inequalities by selecting the appropriate symbol or number from the dropdown lists below. Note: The symbol <= in the dropdown list indicates "less than or equal to", and the symbol >= in the dropdown list indicates "greater than or equal to". A+ [Select] C [Select] [Select] 60A+ [Select] [Select] A [Select] B [Select] A+35B [Select] A+ 28B [Select] 0 ✓B [Select] 0 B 1700 2300 2000
Chapter6: Systems Of Equations And Inequalities
Section6.6: Linear Programming
Problem 43E: Agriculture A fruit grower raises crops A and B. The yield is 300 bushels per acre for crop A and...
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![Read the information below and construct the objective function, and the associated constraint
inequalities. DO NOT SOLVE THE MINIMUM PROBLEM.
A nutritionist advises an individual who is suffering from iron and vitamin-B deficiency to take at
least 1700 milligrams (mg) of iron, at least 2300 mg of vitamin B1 (thiamine), and at least 2000
mg of vitamin B2 (riboflavin) over a period of time. Two vitamin pills, brand A and brand B, are
suitable to meet these requirements. Each brand A pill costs $0.07 and contains 80 mg of iron,
60 mg of vitamin B1, and 20 mg of vitamin B2. Each brand B pill costs $0.10 and contains 35
mg of iron, 40 mg of vitamins B1, and 28 mg of vitamin B2.
Construct the objective function for minimizing the cost, and construct the associated constraint
inequalities by selecting the appropriate symbol or number from the dropdown lists below.
Note: The symbol <= in the dropdown list indicates "less than or equal to", and the symbol >= in
the dropdown list indicates "greater than or equal to".
C [Select]
[Select]
60A+ [Select ]
[Select]
A [Select]
B [Select]
A+35B [Select]
A+ [Select ]
0
YA+28B [Select]
0
✓B [Select]
У В
1700
2300
2000](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffa413bcf-f4d4-4563-8c5c-bfbbe2a7d62c%2Fb6c69870-cf07-4f18-8148-70c3098abc74%2F2acqv4u9_processed.png&w=3840&q=75)
Transcribed Image Text:Read the information below and construct the objective function, and the associated constraint
inequalities. DO NOT SOLVE THE MINIMUM PROBLEM.
A nutritionist advises an individual who is suffering from iron and vitamin-B deficiency to take at
least 1700 milligrams (mg) of iron, at least 2300 mg of vitamin B1 (thiamine), and at least 2000
mg of vitamin B2 (riboflavin) over a period of time. Two vitamin pills, brand A and brand B, are
suitable to meet these requirements. Each brand A pill costs $0.07 and contains 80 mg of iron,
60 mg of vitamin B1, and 20 mg of vitamin B2. Each brand B pill costs $0.10 and contains 35
mg of iron, 40 mg of vitamins B1, and 28 mg of vitamin B2.
Construct the objective function for minimizing the cost, and construct the associated constraint
inequalities by selecting the appropriate symbol or number from the dropdown lists below.
Note: The symbol <= in the dropdown list indicates "less than or equal to", and the symbol >= in
the dropdown list indicates "greater than or equal to".
C [Select]
[Select]
60A+ [Select ]
[Select]
A [Select]
B [Select]
A+35B [Select]
A+ [Select ]
0
YA+28B [Select]
0
✓B [Select]
У В
1700
2300
2000
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