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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.
Correlation Coefficient
A numerical measure that quantifies the degree and direction of a relationship between two variables.
Body Mass
A measurement of a person's weight in relation to their height, commonly assessed using the Body Mass Index (BMI).
Direct Correlation
A positive relationship between two variables where an increase in one variable results in an increase in the other.
Indirect Correlation
A relationship between two variables where as one variable increases, the other decreases, and vice versa.
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