Suppose an industry is manufacturing two types of products: pens and books. The
profits per unit of the two products are ₹4 and ₹10 respectively. These two products
require processing in three types of machines. The following table shows the
available machine hours per day and the time required on each machine to produce
one unit of pen and book. Formulate the problem in the form of a linear programming
model and find the optimum solution using graphical method.
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