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320                               Corporate Finance                      BRILLIANT’S


                      ‘mZm {H$ g§ñWm 50% Xa na Q>¡³g H$m ^wJVmZ H$aVr h¡, {ZåZ{b{IV pñW{V¶m| ‘| H¡${nQ>b H$s H$m°ñQ> Q>¡³g Ho$
                  níMmV² JUZm H$s{OE…
                      (a) EQ> nma ~oMo J¶o 14.5% {à’$a|g eo¶a&
                      (b) EQ> nma ~oMo J¶o nno©MwAb ~m§S>, Hy$nZ aoQ> 13.5% h¡&>
                      (c) ` 950 na ~oMo J¶o Xg df© 8% ` 1,000 à{V ~m§S>&
                      (d) ` 120 Ho$ ~mOma ‘yë¶ na EH$ H$m°‘Z eo¶a ~oMm J¶m h¡ VWm ` 9 à{V eo¶a H$m H$a§Q> {S>{dS>|S> ^wJVmZ {H$¶m
                         J¶m h¡& 8% H$s Xa na d¥{Õ H$s ³¶m Anojm h¡&
                  Solution:

                                    D        14.5
                      (a)    K =       100      100  = 14.5%
                               P   NP        100
                      (Note: For calculating cost of preference shares, tax rate is not considered because it is always
                  after tax).
                      (b)    K = K (1 – t)
                               d   i
                                    I       13.5
                                       100 
                                                
                                      
                                                  100  = 13.5%
                              K =     NPP
                               i  NP         100
                             K = 0.135 (1 – 0.5) = 0.135 × 0.5 = 0.0675 or 6.75%
                               d
                                           RV NP                   1000 950  
                                                                   
                                                               
                                        
                                     I 1 t               80 1 0.5          
                                      
                                               n     100               10       100  40 5
                      (c)    K  =       RV NP                   1000 950            =       100
                                           
                                                                     
                               d                                                       975
                                                                       
                                          2                       2    
                                = 0.0462 × 100 = 4.62%
                                   D i     9
                      (d)    K =      g     0.08   = 0.075 + 0.08 = 0.155 or 15.5%
                               e   P o    120
                   Illustration 4.1.18
                      Chirag Ltd. has its shares of ` 10 each quoted on the stock exchange, the current price per
                  share is ` 24. The gross dividends per share over the last four years have been ` 1.20, ` 1.32, ` 1.45
                  and ` 1.60. Calculate the cost of equity shares.
                      {MamJ {b{‘Q>oS> Ho$ nmg ñQ>m°H$ E³gM|O ‘| H$moQ> {H$¶o J¶o BgHo$ ` 10 à{V Ho$ eo¶g© h¢, à{V eo¶a dV©‘mZ ‘yë¶
                  ` 24 h¡& {nN>bo Mma dfm] ‘| à{V eo¶a J«m°g {S>{dS>|S²>g ` 1.20, ` 1.32, ` 1.45 VWm ` 1.60 ahm h¡& Bp³dQ>r eo¶g©
                  H$s bmJV H$s JUZm H$s{OE&

                  Solution:
                      Calculation of Growth Rate: If we observe the dividend over the last 4 years, the dividend
                  per share increased from ` 1.20 to ` 1.32. The percentage change in dividend may be calculated as
                  under:
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