Difference between revisions of "Template:Constraint cost"

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m (New page: If '''cost''' is positive, then if the maximum is increased by one unit, the TotalCost will decrease by approximately the '''cost'''. Also, if the maximum is incre...)
 
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If '''cost''' is positive, then if the maximum is increased by one unit, the [[Workbench#Total Cost|TotalCost]] will decrease by approximately the '''cost'''. Also, if the maximum is increased by one tenth of a unit, the total cost will decrease by approximately one tenth of the '''cost'''. If the cost is a proportionately large number compared to the maximum, then the amount that the total cost will decrease is less favorable due to the law of diminishing returns. If '''cost''' is negative, then if the minimum is decreased by one unit, the [[Workbench#Total Cost|TotalCost]] will decrease by approximately the '''cost '''(regardless of the sign). Also, if the minimum is decreased by one tenth of a unit, the total cost will decrease by approximately one tenth of the '''cost '''(regardless of the sign). If the cost is a proportionately large number compared to the minimum, then the amount that the total cost will decrease is less favorable due to the law of diminishing returns.
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If '''cost''' is positive, then if the maximum is increased by one unit, the [[Workbench#Total Cost|TotalCost]] will decrease by approximately the '''cost'''. Also, if the maximum is increased by one tenth of a unit, the total cost will decrease by approximately one tenth of the '''cost'''. If the cost is a large number compared to the maximum, then the amount that the total cost will decrease is less than the number shown. If '''cost''' is negative, then if the minimum is decreased by one unit, the [[Workbench#Total Cost|TotalCost]] will decrease by approximately the '''cost '''(ignoring the sign). Also, if the minimum is decreased by one tenth of a unit, the total cost will decrease by approximately one tenth of the '''cost '''(ignoring the sign). If the cost is a large number compared to the minimum, then the amount that the total cost will decrease is less than the number shown.

Latest revision as of 06:03, 8 October 2013

If cost is positive, then if the maximum is increased by one unit, the TotalCost will decrease by approximately the cost. Also, if the maximum is increased by one tenth of a unit, the total cost will decrease by approximately one tenth of the cost. If the cost is a large number compared to the maximum, then the amount that the total cost will decrease is less than the number shown. If cost is negative, then if the minimum is decreased by one unit, the TotalCost will decrease by approximately the cost (ignoring the sign). Also, if the minimum is decreased by one tenth of a unit, the total cost will decrease by approximately one tenth of the cost (ignoring the sign). If the cost is a large number compared to the minimum, then the amount that the total cost will decrease is less than the number shown.