Dividend policy explained: this guide covers what it means, who it applies to, the step-by-step process, documents required, fees, due dates and penalties in India — so you can stay compliant with confidence and avoid costly mistakes.
After a good year, the owners of a company face two uses for the profit: take it out as dividend or keep it in the business. The balance affects their income today, the funds available for growth and, in theory, the value of their shares. Dividend policy models give a framework for the choice. They are valuation models, not the law of dividend, and a family company should use them as a way of thinking and not as a formula to obey.
Dividend policy is the decision on how much of profit to distribute and how much to retain. Walter and Gordon argue that when the business can reinvest at a return higher than the owners' required return, retaining profit raises share value; when it cannot, paying out raises it. Lintner observed that firms move dividends slowly toward a target payout. The irrelevance view says that with perfect markets the split does not matter. Retain what you can reinvest above the owners' required return, and pay out the rest.
Forms of dividend and what shapes the decision
Dividends are paid in cash, or the company may issue bonus shares, which capitalise reserves without any cash outflow. Interim and final dividends are both seen. Owner-managed companies often seek a virtual CFO to set a payout rule alongside the growth plan. What shapes the decision in practice:
- Cash and borrowing capacity, not just profit in the books.
- Plans for growth and what the business can earn on new investment.
- Owners' need for income, and their tax position (see our income-tax guides).
- Loan covenants that may restrict payments.
- Stability: owners dislike a dividend that jumps about.
For a private company, our guide to dividend under section 123 sets out the legal conditions, and dividend declaration under section 123 deals with inadequate profits and timing. The models below say nothing about what the law allows.
The models in words
| Model | Core idea | Formula |
|---|---|---|
| Walter | Value depends on the payout and on whether the return on reinvestment (r) exceeds the owners' required return (Ke) | P = / Ke |
| Gordon | Value is the next dividend over the required return less growth; growth comes from retention times return | P = E(1 - b) / (Ke - b x r) |
| Lintner | Dividends adjust partly each year toward a target payout | D1 = D0 + a x (target x E - D0) |
| Irrelevance | With perfect markets, value depends on earning power, not on payout | No formula |
In symbols: P is the value of a share, D the dividend per share, E the earnings per share, r the return on retained funds, Ke the owners' required return, b the share of earnings retained, and a the speed of adjustment between 0 and 1. All models assume no outside funding and constant r and Ke, which is why they are guides rather than rules.
Worked example: Rao Brothers Private Limited
Rao Brothers is an invented family company. Earnings per share are ₹20. The owners' required return Ke is assumed at 12 per cent, and the company can reinvest at an assumed 15 per cent. Share values below are those the models imply, worked to two decimals.
Walter. The ratio r / Ke = 0.15 / 0.12 = 1.25.
- Payout 100 per cent: D = 20, retained 0; P = 20 / 0.12 = 166.67.
- Payout 75 per cent: D = 15, retained 5; P = [15 + 1.25 x 5] / 0.12 = 21.25 / 0.12 = 177.08.
- Payout 50 per cent: D = 10, retained 10; P = [10 + 1.25 x 10] / 0.12 = 22.50 / 0.12 = 187.50.
- Payout 0: P = [0 + 1.25 x 20] / 0.12 = 25 / 0.12 = 208.33.
Gordon. Retention b times r gives the growth rate g.
- Payout 100 per cent (b = 0): g = 0; P = 20 / 0.12 = 166.67.
- Payout 75 per cent (b = 0.25): g = 3.75 per cent; P = 15 / (0.12 - 0.0375) = 15 / 0.0825 = 181.82.
- Payout 50 per cent (b = 0.5): g = 7.5 per cent; P = 10 / (0.12 - 0.075) = 10 / 0.045 = 222.22.
| Payout ratio | Walter value (₹) | Gordon value (₹) |
|---|---|---|
| Hundred per cent | 166.67 | 166.67 |
| 75 per cent | 177.08 | 181.82 |
| 50 per cent | 187.50 | 222.22 |
Both models say the same thing in direction: because the company earns 15 per cent against the owners' 12 per cent, a lower payout raises value. They differ in size because they treat growth differently. Gordon's value becomes meaningless once b x r reaches Ke (at b = 0.8 here), a sign that the assumptions have broken down.
Lintner. Suppose Rao's last dividend was ₹8 per share, the target payout is 50 per cent of earnings (₹10) and the owners adjust by 40 per cent a year (a = 0.4). D1 = 8 + 0.4 x (10 - 8) = 8 + 0.8 = ₹8.80. The dividend moves toward the target in steps, not in one jump.
What the owners decide. Rao's family needs income of about ₹8 per share, and growth projects will earn above 12 per cent. They adopt a stable dividend of ₹8 per share, about 40 per cent of earnings, retain the rest, and review it each year as in Lintner's pattern. They check the cash first: a dividend that forces borrowing fails the plain test, whatever the model says.
What the models agree and disagree on
They agree that the reinvestment return against the owners' return is what matters. They disagree on whether payout changes value at all. The irrelevance view holds that an owner who wants cash can sell a part of the holding, and one who wants growth can reinvest the dividend, so the split changes nothing in a perfect market. Real markets have taxes, costs and uncertainty, so owners of closely held firms usually set the dividend by cash need and growth plans, which links to the cost of funds in cost of capital.
Stable and residual policies
A stable policy pays a steady amount or a steady rise and suits owners who depend on income. A residual policy pays only what is left after every project that earns above the required return has been funded, which can make dividends uneven. A common blend is a stable base with an extra payment in good years. The funding side of this choice is covered in capital structure decisions.
Common mistakes
- Treating a model's value as the market price.
- Paying a dividend from borrowed money.
- Cutting the dividend suddenly, which signals trouble to lenders and family members alike.
- Retaining profit with no project that earns above the owners' required return.
- Confusing the models with the legal limits on dividend.
Need help with dividend and funding decisions?
When owners are unsure how much to take out and how much to keep, our virtual CFO services can model payout against growth and cash on your own figures. We also check the cash and the legal position before a dividend is proposed, so that the decision stands on sound ground.
Key takeaways
- Dividend policy balances owners' income against funds for growth.
- Walter and Gordon: retain when the reinvestment return exceeds the owners' required return.
- Lintner: dividends move slowly toward a target payout.
- The irrelevance view says payout does not matter in perfect markets.
- The models guide thinking; law and cash decide what can be paid.
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Disclaimer: The methods described are standard cost accounting and financial management techniques. The worked example uses an invented business and invented figures, including any tax, interest or exchange rate, which are assumptions for illustration and not current rates. Where the article refers to a legal requirement, the linked guide and the official text should be checked. This article is general information, not legal advice; check the official text before acting.