dividend policy 2.ppt

7
Dividend Policy

Upload: cma-pushparaj-kulkarni

Post on 27-Dec-2015

2 views

Category:

Documents


0 download

DESCRIPTION

imp

TRANSCRIPT

Page 1: Dividend Policy 2.Ppt

Dividend Policy

Page 2: Dividend Policy 2.Ppt

Irrelevance of Dividend Policy

• This approach argues that what a firm pays as dividend to shareholders is irrelevant and share holders are indifferent about receiving current dividends or receiving capital gains in future.

• The advocates of this thought argue that the dividend policy has no effect on the market price of a share.

Page 3: Dividend Policy 2.Ppt

Pre-condition

• The investment and financing decision have already been made and that these decisions will not be altered by the amount of dividend.

• The perfect capital market is there in which an investor can buy and sell the share without any transaction cost and company can issue shares without any floatation cost.

Page 4: Dividend Policy 2.Ppt

Residual theory of dividend

• Assumption:• The external financing is not available to the

firm or if available, cannot be used due its excessive cost for financing the profitable investment opportunities of the firm.

• Hence firm finance its investment decisions by retained earnings.

Page 5: Dividend Policy 2.Ppt

Modigliani and Miller Approach

• MM approach have argued that the market price of share is affected by the earnings of firm and not influenced by the pattern of income distribution.

• The dividend policy is immaterial and of no consequences on the value of the firm.

Page 6: Dividend Policy 2.Ppt

MM assumptions

a. Capital market are perfect and investors behave rationally.

b. All information is freely available to all investors.

c. Securities are divisible and can be split into any fractions

d. There are no taxes and no floatation cost.e. The firm has defined investment policy and the

future profits are known with certainty.

Page 7: Dividend Policy 2.Ppt

The model…

• First calculate the present market price of the share.

• P0 = 1 / (1 + ke) x D1 + P1

• Then calculate the value of firm• V = n x P0