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                  BRILLIANT’S                       Dividend Decision                               257



                                                         I   E nD  1 
                                                      n 
                                                              P
                                                               1
                  (iii) Value of the firm:                     (iii) ’$‘© H$s d¡ë¶y:

                                                               
                                                         n + Δn P – I + E
                                                     V =          1
                                                              1 + K
                                                                  e
                      Where,
                            n = no. of shares.
                          n = No. of additional shares to be issued.
                            V = present value of the firm.

                   Illustration 3.2.4
                      Vinayak Ltd. belongs to a risk class of which the appropriate capitalization rate is 10%. It
                  currently has 1,00,000 shares selling at ` 100 each. The firm is contemplating declaration of a
                  dividend of ` 6 per share at the end of the current fiscal year which has just begun. Answer the
                  following questions based on Modigliani and Miller Model and assumption of no taxes:
                       (i) What will be the price of the shares at the end of the year if a dividend is not declared?
                      (ii) What will be the price if dividend is declared ?
                      (iii) Assuming that the firm pays dividend, has net income of ` 10 lakhs and makes new
                          investment of ` 20 lakhs during the period, how many new shares must be issued?
                      {dZm¶H$ {b{‘Q>oS> [añH$ ³bmg Ho$ A§VJ©V AmVm h¡ {OgH$s Cn¶w³V H¡${nQ>bmBOoeZ aoQ> 10% h¡& BgZo dV©‘mZ ‘|
                  ` 100 à˶oH$ ~ma 1,00,000 eo¶g© ~oMo h¢& g§ñWm A^r àma§^ hþE dV©‘mZ {dÎm df© Ho$ A§V ‘| ` 6 à{V eo¶a Ho$ {S>{dS>|S>
                  H$s KmofUm H$m g‘W©Z H$aVr h¡& ¶{X ‘mo{Xp½bEZr VWm {‘ba ‘m°S>b Ho$ AmYma na VWm H$moB© Q>¡³g Z ‘mZVo hþE {ZåZ{b{IV
                  àíZm| Ho$ CËVa Xr{OE…
                       (i) ¶{X EH$ {S>{dS>|S> H$s KmofUm Zht H$s J¶r h¡ Vmo df© Ho$ A§V ‘| eo¶g© H$m ‘yë¶ ³¶m hmoJm?
                      (ii) ¶{X {S>{dS>|S> Kmo{fV {H$¶m OmVm h¡ Vmo ‘yë¶ ³¶m hmoJm?

                      (iii) ‘mZm {H$ g§ñWm {S>{dS>|S> H$m ^wJVmZ H$aVr h¡ {OgH$s Hw$b Am¶ ` 10 bmI h¡ VWm Ad{Y Ho$ Xm¡amZ ` 20 bmI
                          H$m Z¶m {Zdoe H$aVr h¡, {H$VZo Z¶o eo¶g© Omar {H$¶o OmZo Mm{hE?
                  Solution:
                      Under MM model, the following formula is used to ascertain the market price of Equity Share:
                                                             1
                                                      P           D   P 1 
                                                                     1
                                                       O
                                                           1 K
                                                               e
                      (i) If the dividend is not declared:
                                  1                                    P 1
                          100 =        ×  0 + P 1             100 
                                1 + 0.10                               . 1  10
                       P  = 100 × 1.10                       P  = ` 110
                           1                                      1
                          Price of the share at the end of the year.
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