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474                               Corporate Finance                      BRILLIANT’S


                  Significance                                _hËd
                      Simulation analysis is a useful technique   {gå`yboeZ EZm{b{gg, [añH$ H$m {díbofU H$aZo H$s
                  for risk analysis. It can be applied to capital  EH$ Cn`moJr Q>opŠZH$ h¡Ÿ& `h H¡${nQ>b ~OqQ>J g§~§Yr {ZU©`m|
                  budgeting  decisions  also.  The  different  Ho$ {bE ^r à`moJ _| bmB© Om gH$Vr h¡Ÿ& H¡$e-âbmoO Ho$
                  components of cash flows are placed in relation  {d{^ÝZ H$ånmoZoÝQ²>g  H$mo EH$-Xygao go g§~§{YV H$aHo$
                  to one and other in a mathematical model. The
                                                              _¡W_o{Q>H$b _m°S>b Ho$ ê$n _| aI {X`m OmVm h¡Ÿ& aoÝS>_
                  process of generating the random number and
                                                              Zå~a  OZaoQ> H$aZo H$s àmogog VWm H¡$e-âbmoO  Ho$
                  using the probability distribution of cash flows  àm°~o{~{bQ>r {S>ñQ´>rã`yeZ H$m Cn`moJ H$aHo$ {d{^ÝZ d¡[aE~ëg
                  help in generating values of different variable.
                  These values are put in a mathematical model  H$s d¡ë`yO OZaoQ> H$aZo _| ghm`Vm {_bVr h¡Ÿ& BZ d¡[aE~ëg
                                                              H$mo EH$ _¡Wo_o{Q>H$b _m°S>b _| aIH$a NPV kmV H$s OmVr
                  to develop NPV. The same process is repeated
                  hundreds  of  times  to  create  a  probability  h¡Ÿ& Bgr à{H«$`m H$mo g¡H$‹S>m| ~ma XmohamH$a  NPV H$m
                  distributions of NPV. The simulation allows to  àm°~o~o{bQ>r {S>ñQ´>rã`yeZ {H«$EQ> {H$`m OmVm h¡Ÿ& {gå`yboeZ
                  consider  the  projects  under  alternative  {H$gr àmoOoŠQ> H$mo {d{^ÝZ pñW{V`m| _| Om±MZo H$s gw{dYm
                  scenarios.                                  àXmZ H$aVm h¡Ÿ&
                  Limitations         NPP                     {b{_Q>oeÝg
                      The practical use of simulation analysis is  {gå`wboeZ EZm{b{gg H$mo ì`dhm[aH$ ê$n _| bmJy
                  limited due to following limitations:       H$aZo H$s {ZåZ{b{IV gr_mE± h¢…

                   (i) The model becomes very complex to use   (i) Bg _m°S>b H$m Cn`moJ H$aZm O{Q>b hmoVm h¡ Š`m|{H$
                      because  the  variables  are  inter-related  d¡[aE~ëg EH$-Xygao go BÝQ>a[aboQ>oS> hmoVo h¢Ÿ&
                      with each other.
                   (ii) It  is  very  difficult,  expensive  and  time  (ii) g^r gå^m{dV [aboeZ{eßg H$mo nhMmZZm Am¡a CZHo$
                      consuming to identify all possible relation-  àmo~o{~{bQ>r {S>ñQ´>rã`yeZ H$m AZw_mZ bJmZm H${R>Z,
                      ships and  estimating  probability  distri-  IMubm Ed§ Q>mB_ H$ÝÁ`yq_J h¡Ÿ&
                      bution.
                  (iii) The  model  only  helps  in  generating  a  (iii) `h _m°S>b {H$gr àmoOoŠQ> H$s NPV H$m àmo~o{~{bQ>r
                      probability distribution  of  the  project’s  {S>ñQ´>rã`yeZ OZaoQ> H$aZo _| ghm`Vm H$aVm h¡Ÿ& {H$ÝVw
                      NPVs but it does not indicate whether a     `h Zht Xem©Vm {H$ àmoOoŠQ> {gboŠQ> H$aZm Mm{hE `m
                      project should be selected or not.          AWdm ZhtŸ&
                  (iv) Simulation analysis considers the risk of  (iv) {gå`wboeZ EZm{b{gg {H$gr àmoOoŠQ> go g§~§{YV [añH$
                      any project in isolation of other projects. If  H$m {díbofU AÝ` àmoOoŠQ²>g na Ü`mZ {XE {~Zm
                      the  portfolio  of  projects  is  considered,  H$aVm h¡Ÿ& `{X àmoOoŠQ²>g Ho$ nmoQ>©\$mo{b`mo H$m Cn`moJ
                      unsystematic risk can be diversified.       {H$`m OmE Vmo AZ{gñQ>_¡{Q>H$ [añH$ H$mo hQ>m`m Om
                                                                  gH$Vm h¡Ÿ&
                   (v) The decision maker may not use the model  (v) `{X {S>[gOZ _oH$a Bg _m°S>b H$mo R>rH$ T>§J go g_P
                      if he does not understand it properly.      Zht boVm Vmo dh BgH$m Cn`moJ Zht H$a gH$VmŸ&
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