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Management of Finances




                    Notes          Illustration 5: XYZ Ltd., is currently earning   1,00,000, its current share market price of   100
                                   outstanding  equity shares is 10,000. The company  decides to  raise an  additional capital  of
                                    2,50,000 through issue of equity shares to the public. It is expected to pay 10 per cent per share
                                   as floatation cost. Equity capital is issued at a discount rate of 10 per cent, per share. The company
                                   is interested to pay a dividend of   8 per share. Calculate the cost of equity.
                                   Solution:

                                               D
                                          K =    ×100
                                            e
                                              NP
                                                    8
                                           e K =         ×100
                                               100–10–10  
                                                8
                                          K =     ×100
                                           e
                                               80
                                                = 10 per cent




                                     Notes  Dividend capitalization approach, suffers from the following limitations:
                                     1.   It does not consider future earnings.

                                     2.   It ignores the earnings on retained earnings.
                                     3.   It ignores the fact that market price raise may be due to retained earnings and not on
                                          account of high dividends.

                                     4.   It does not take into account the capital gains.

                                   Earnings Capitalisation Approach (E/MP Approach)

                                   According to this approach, the cost of equity (K ) is the discount rate that equates the present
                                                                          e
                                   value of expected future earnings per share with the net proceeds (or current market price) of a
                                   share. The advocates of this approach  establish a relationship between earnings and market
                                   price of the share. They say that, it is more useful than the dividend capitalisation approach, due
                                   to two reasons, one, the earnings capitalization approach acknowledges that all earnings of the
                                   company, after payment of fixed dividend to preference shareholders, legally belong to equity
                                   shareholders whether they are paid as dividends or retained for investment, secondly, and most
                                   importantly, determining the market price of equity shares is based on earnings and not dividends.
                                   Computation of retained earnings cost, taken separately leads to double the company’s cost of
                                   capital.  Assumption of earnings  capitalization  approach is employed  under  the  following
                                   conditions:
                                   1.  Constant earnings per share over the future period;
                                   2.  There should be either 100 per cent rotation ratio or 100 per cent dividend pay out ratio;
                                       and
                                   3.  The company satisfies the requirements through equity shares and does not employ debt.
                                       Cost of equity can be calculated with the following formula:

                                                E
                                        K 
                                         e
                                            CMP or NP



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