Under the constant-growth dividend discount model, the estimated value is calculated as:

Share value = Next expected dividend ÷ (Required return − Dividend growth rate)

Substituting the values:

Share value = $2.40 ÷ (9% − 3%)

Share value = $2.40 ÷ 6%

Share value = $40

Option C is correct.

The model estimates the present value of an indefinitely growing stream of dividends. The dividend used must be the expected dividend for the next period, not the dividend just paid. The required return must also exceed the perpetual growth rate; otherwise, the formula produces an economically invalid result.

The valuation is highly sensitive to assumptions. A one-percentage-point change in the required return or long-term growth rate can materially alter the estimated value. The approach is therefore most appropriate for mature companies with stable dividend policies and reasonably predictable long-term growth. It is less reliable for companies that pay no dividends, have highly variable earnings or are expected to change growth stages substantially.

The estimated value should be compared with the market price and supplemented with financial-statement analysis, relative valuation and an assessment of business risk.

The CIRO Retail Securities syllabus requires candidates to apply present-value methods to equity securities, including discounted cash-flow and growth-based valuation models.

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