Question

A confectionary company produces two sizes of its popular dark chocolate bars: a 3.5-ounce size
and a 6-ounce size. The 3.5 ounce bar costs $0.22 to make and sells for $ 0.35, whereas, the 6-
ounce bar costs $ 0.40 to make and sells for $ 55. The company has 15,000 ounces of chocolate in
stocks, and the manager wants to use it all on the next production run. In addition, the manager has
specified that a minimum of 1,000 of the 3.5 ounce bars and 6-ounce bars should be made. Solve
the problem so that the profit is maximum (1+3+1+2+3 = 10 Marks)
a. Which tool would be use to solve this type of problem?
b Formulate the problem and create the excel sheet on paper
ve write the objective funotion,
identify the decision Mariables
e what are the constraints ?​

Answer 1

Answer:

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Explanation:

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