Minimum cost method: Difference between revisions

From CEOpedia | Management online
(The LinkTitles extension automatically added links to existing pages (<a target="_blank" rel="noreferrer noopener" class="external free" href="https://github.com/bovender/LinkTitles">https://github.com/bovender/LinkTitles</a>).)
m (Text cleaning)
 
(5 intermediate revisions by 2 users not shown)
Line 1: Line 1:
{{infobox4
|list1=
<ul>
<li>[[Costs of production]]</li>
<li>[[Cost of production]]</li>
<li>[[Purchasing in the case of discontinuities in needs]]</li>
<li>[[Determining the length of the production cycle]]</li>
<li>[[Cost variance]]</li>
<li>[[Selection of target markets]]</li>
<li>[[Differential costing]]</li>
<li>[[Optimum size of the order]]</li>
<li>[[Uniformity of production]]</li>
</ul>
}}
[[Method]] of the minimum is one of the methods used to calculate the optimum size of the [[production]] batch. This method uses a graphical or analytical techniques. Both of these techniques use the same assumptions relating to the unit [[cost]] of components. Main criterion for calculation is minimal unit [[cost of production]].
[[Method]] of the minimum is one of the methods used to calculate the optimum size of the [[production]] batch. This method uses a graphical or analytical techniques. Both of these techniques use the same assumptions relating to the unit [[cost]] of components. Main criterion for calculation is minimal unit [[cost of production]].


Line 24: Line 9:
* The main benefit of this method is that it helps to determine the optimal batch size that minimizes the unit cost of production. This can lead to significant cost savings for the [[organization]].
* The main benefit of this method is that it helps to determine the optimal batch size that minimizes the unit cost of production. This can lead to significant cost savings for the [[organization]].
* The use of graphical or analytical techniques makes this method easy to understand and apply.
* The use of graphical or analytical techniques makes this method easy to understand and apply.
* The method takes into account the costs of all components of the unit of production, including fixed costs, variable costs, and costs resulting from asset utilization.
* The method takes into account the costs of all components of the unit of production, including [[fixed costs]], variable costs, and costs resulting from asset utilization.
* By using this method, managers can avoid the problem of [[overproduction]] and minimize the [[inventory costs]].
* By using this method, managers can avoid the problem of [[overproduction]] and minimize the [[inventory costs]].


Line 32: Line 17:
* The method does not consider the opportunity costs of not producing other products or not producing in other ways.
* The method does not consider the opportunity costs of not producing other products or not producing in other ways.
* The method requires accurate and reliable cost data, which may not always be available or accurate.
* The method requires accurate and reliable cost data, which may not always be available or accurate.
* The method is mainly focused on cost minimization, which may not always be the only or most important objective of the organization.
* The method is mainly focused on cost minimization, which may not always be the only or most important [[objective of the organization]].
 
==Examples of Minimum cost method==
* '''Graphical Technique''': This technique requires plotting the unit cost of production against the number of units produced. This allows for the [[identification]] of the point of minimum cost of production.
* '''Analytical Technique''': This technique requires the use of mathematical equations to identify the minimum cost of production. The equation used depends on the type of production [[process]] being analyzed and the nature of the cost involved.
* '''Real Life Example''': A manufacturing plant requires a certain number of components to produce a [[product]]. In order to maximize [[efficiency]], the plant must determine the optimum size of the production batch. Using the method of the minimum, the plant can use a graphical or analytical technique to determine the point at which the unit cost of production is minimized. This allows the plant to produce the product with maximum efficiency.
 
==Other approaches related to Minimum cost method==
The other approaches related to the Minimum Cost Method are:
* '''Economic Order Quantity (EOQ)''': This is a model that helps to determine the optimal order quantity which minimizes the total cost of ordering and [[holding]] inventory.
* '''Just-in-Time (JIT) Production''': This approach focuses on reducing inventory by producing only what is needed, when it is needed, and in the amount needed.
* '''Continuous Flow Production''': This approach focuses on eliminating the [[need]] for batch production, instead using a continuous flow of materials and components in the [[production process]].
* '''Total [[Quality]] Management (TQM)''': This approach focuses on improving [[customer satisfaction]] and reducing costs by promoting a [[culture of quality]] and process improvements throughout the organization.
 
In summary, there are four approaches related to the Minimum Cost Method: EOQ, JIT production, continuous flow production, and TQM. All of these approaches focus on optimizing production and reducing costs.
 
{{infobox5|list1={{i5link|a=[[Lot size]]}} &mdash; {{i5link|a=[[Target cost]]}} &mdash; {{i5link|a=[[Overall equipment effectiveness]]}} &mdash; {{i5link|a=[[Line balancing]]}} &mdash; {{i5link|a=[[Optimization of the production run-length]]}} &mdash; {{i5link|a=[[Step cost]]}} &mdash; {{i5link|a=[[Economic batch size]]}} &mdash; {{i5link|a=[[Optimum size of the order]]}} &mdash; {{i5link|a=[[Determining the length of the production cycle]]}} }}


==References==
==References==
* Song, W. T., & Schmeiser, B. W. (1995). ''[http://pubsonline.informs.org/doi/abs/10.1287/mnsc.41.1.110 Optimal mean-squared-error batch sizes]''. [[Management]] Science, 41(1), 110-123.
* Song, W. T., & Schmeiser, B. W. (1995). ''[http://pubsonline.informs.org/doi/abs/10.1287/mnsc.41.1.110 Optimal mean-squared-error batch sizes]''. [[Management]] Science, 41(1), 110-123.
[[Category:Production management]]
[[Category:Production management]]


[[pl:Metoda kosztów minimalnych]]
[[pl:Metoda kosztów minimalnych]]

Latest revision as of 00:51, 18 November 2023

Method of the minimum is one of the methods used to calculate the optimum size of the production batch. This method uses a graphical or analytical techniques. Both of these techniques use the same assumptions relating to the unit cost of components. Main criterion for calculation is minimal unit cost of production.

The graphics technique uses charts of costs of all components of the unit of production. Increasing the quantity of units in a lot of simple products does not change the unit fixed costs. Level of unit costs is driven by the cost of preparatory and finishing activities.

The optimal batch size of products can also be calculated using analytical techniques and mathematical formulas. To calculate optimal batch size managers can use various formulas and models, the greatest difficulty in the calculation is determining the cost resulting from asset utilization.

Benefits and limitations of minimum cost method

Benefits of the Minimum Cost Method:

  • The main benefit of this method is that it helps to determine the optimal batch size that minimizes the unit cost of production. This can lead to significant cost savings for the organization.
  • The use of graphical or analytical techniques makes this method easy to understand and apply.
  • The method takes into account the costs of all components of the unit of production, including fixed costs, variable costs, and costs resulting from asset utilization.
  • By using this method, managers can avoid the problem of overproduction and minimize the inventory costs.

Limitations of the Minimum Cost Method:

  • The method is based on the assumption that the unit cost of components does not change with the size of the production batch. This may not always be the case in practice, especially for products with high economies of scale.
  • The method does not consider other factors such as customer demand, lead times, and production schedules, which can also affect the optimal batch size.
  • The method does not consider the opportunity costs of not producing other products or not producing in other ways.
  • The method requires accurate and reliable cost data, which may not always be available or accurate.
  • The method is mainly focused on cost minimization, which may not always be the only or most important objective of the organization.

Examples of Minimum cost method

  • Graphical Technique: This technique requires plotting the unit cost of production against the number of units produced. This allows for the identification of the point of minimum cost of production.
  • Analytical Technique: This technique requires the use of mathematical equations to identify the minimum cost of production. The equation used depends on the type of production process being analyzed and the nature of the cost involved.
  • Real Life Example: A manufacturing plant requires a certain number of components to produce a product. In order to maximize efficiency, the plant must determine the optimum size of the production batch. Using the method of the minimum, the plant can use a graphical or analytical technique to determine the point at which the unit cost of production is minimized. This allows the plant to produce the product with maximum efficiency.

Other approaches related to Minimum cost method

The other approaches related to the Minimum Cost Method are:

  • Economic Order Quantity (EOQ): This is a model that helps to determine the optimal order quantity which minimizes the total cost of ordering and holding inventory.
  • Just-in-Time (JIT) Production: This approach focuses on reducing inventory by producing only what is needed, when it is needed, and in the amount needed.
  • Continuous Flow Production: This approach focuses on eliminating the need for batch production, instead using a continuous flow of materials and components in the production process.
  • Total Quality Management (TQM): This approach focuses on improving customer satisfaction and reducing costs by promoting a culture of quality and process improvements throughout the organization.

In summary, there are four approaches related to the Minimum Cost Method: EOQ, JIT production, continuous flow production, and TQM. All of these approaches focus on optimizing production and reducing costs.


Minimum cost methodrecommended articles
Lot sizeTarget costOverall equipment effectivenessLine balancingOptimization of the production run-lengthStep costEconomic batch sizeOptimum size of the orderDetermining the length of the production cycle

References