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Unit 6: Productivity




          Solution:                                                                             Notes
                                                           10000 200      2000000
                                                                
          Multiple factor productivity value of Ludhiana unit (in `) =           = ` 50
                                                            
                                                        (100 200)   20000  40000
                                                           8000 300      2400000
                                                               
          Multiple Factor productivity value of Varanasi unit (in `) =           = `  80
                                                        (70 250)   12500  30000
                                                           

                 Example: The Partial Productivity Index of labour is measured by dividing the market
          value of goods and services produced during the year in the economy as a whole or a particular
          industry or a firm and dividing it by the number of man-hours taken to produce the goods and
          services.
          Outputs are sometimes difficult to define and measure.


                 Example: The productivity of a fast-food restaurant could be measured  in terms of
          customers served per hour or by the number of items sold. Both the measures can be misleading
          because customers may order more than one item and restaurants sell various items (such as
          drinks, sandwiches, and ice cream) that have different values.
          Another issue is that even within the firm, customers of many processes are internal customers,
          making it difficult to assign a rupee value to the value of  process output.  This raises three
          important issues that can complicate how productivity is measured.
              How can you assign rupee values to different outputs within and external to the firm?

              How can multiple inputs with different economic values be included in the measurements?
              How can multiple outputs with different economic values be included in the measurements?

          6.2.3  Total Factor Productivity

          Total Factor productivity is the year-by-year change in the output where a number of factors are
          taken into consideration. It is the attempt to construct a productivity measure for an aggregation
          of factors.  Such an aggregation requires additional hypothesis to make it meaningful. These
          other factors consist not only of investment for education, training, research and development,
          but also of non quantifiable factors such as  the labour  relations, climate  and worker and
          management attitudes towards productive efficiency and competitiveness.



             Did u know?  Total factor productivity is a more accurate indicator of the economic efficiency
             of a firm, industry or nation than labour productivity.

          There are some other limitations to the definition of “Total factor productivity”.

                 Example: It  might be the investment made in human beings to raise the quality  of
          labour, or that made to improve productive knowledge through research and development or
          by the introduction of organizational, managerial and social innovations.

          Economic productivity will depend also on pricing and demand. If consumers require fewer
          products than can be produced, plants will not work at full productive capacity. Thus, economic
          productivity can well fall with decreasing demand and prices.




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