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Unit 7: Variance Analysis




          When the actual mix differs from the standard mix: In the second case, standard mix has to   Notes
          be tuned to the requirement of actual mix, which is revised standard mix, realistic in sense for
          meaningful comparison, to highlight the deviation in between two different yields viz. actual
          yield and revised standard yield. The standard rate has to be calculated only for the revised
          standard mix of materials.
                                          Standard Costof RevisedStandardMix
                 Standard Rate =
                               Net StandardMix/Output(GrossStandardOutput  –  StandardLoss)
          Calculate Material Yield Variance


                 Example: The total standard mix is equivalent to total actual mix

                Particulars              Standard                     Actual
                                  Qty in Kg       Price       Qty in Kg       Price
           Material A                90            6             60            5
           Material B                60            8             90            9
                                    150                         150
          Normal loss is allowed 10% Actual output 130 units.
          Revised standard output has to be computed. In this problem, the total mixes are equivalent
          to each other, but, the normal loss is a loss 10% expected on the normal output. Though, this
          problem does not have the difference between the mixes, the revised standard mix should have
          to be computed to register the expected loss (normal loss) on the standard output.
          Revised standard mix   = Standard Mix – Normal Loss (Expected Loss)

                              = 150 Kgs – 10% on 150 Kgs = 135 Kgs

          The next step is to find out the standard rate/price
          Standard Price per unit

                        StandardCost/Priceof StandardMix
           Net Standard Mix/Output (GrossStandardOutput  –  StandardLoss)

           (     × `  )90 kgs     6 + (  × 8 ) 60 kgs  =  `  540 + `  480  =  1020
                               `
                     135                135      135   = ` 7.55/-
          Material Yield Variance    = Standard Price (Actual Yield – Revised Standard Yield)

                                = ` 7.55 (130 Units – 135 Units) = ` 7.55 (–5 Units)
                                = ` 37.55 (Adverse)

          7.2.2 Labour Variances

          Labour Variance is known in other words as Labour Cost Variance. The cost of the labour is usually
          denominated by the wages paid/incurred during the production. Labour Variance Analysis, is
          studying the deviation in between the actual cost of the labour incurred and standard/budgeted
          cost of the labour. This is another most important cost variance, next to material cost variance,
          which considers the rate of the wage per hour for the computation of the total standard cost of
          labour and actual cost of labour like price of the materials per kg.





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