# LpSlack

*Deprecated as of Analytica 4.3. It has been replaced OptSlack*

## LpSlack(lp)

Returns the slack, or surplus, values for the constraints at the optimal solution.

As an example, consider the following example constraint:

`5 x`

_{1}+ 3 x_{2}- x_{3}<= 14

Suppose the optimal solution is found at `(1, 2, 3)`

. Then the left-hand side of this constraint at the optimum is 8. The slack, therefore, is *14 - 8 = 6*. In other words, the right-hand side coefficient could be decreased by 6 units before the optimal solution would be impacted.

A slack of zero indicates that the constraint is one that is actively constraining the optimal solution.

## See Also

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