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A chocolate making company largely produces one particular type of crunchy chocolate bar. Only one of two machines, Machine-1 or Machine-2, can be used to produce this chocolate bar on any given day. The maintenance costs incurred on these two machines per day are $100 and $120, respectively. The manufacturing cost per chocolate bar is $2.5 for Machine-1 and $2 for Machine-2. The maximum daily production capacity for Machine-1 and Machine-2 are 1100 and 1250, respectively. Demand requires that at least 1000 chocolate bars be produced per day. Develop and solve an binary integer programming model for minimizing the total cost.
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