The final solution values will always be fractions.
The final solution values do not need to be integers.
The divisibility assumption requires that each decision variable be permitted to assume fractional values.
Linear programming (LP) or Direct Optimisation may be characterized as the issue of maximizing or minimizing a straight work that's subjected to linear constraints. The limitations may be equities or imbalances. The advancement issues include the calculation of profit and loss. Linear programming issues are an important course of optimisation issues, that makes a difference to discover the feasible region and optimise the arrangement in order to have the highest or most reduced esteem of the work.
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