“Valuation of Cava Stock: Determining the Present Value of Future Dividends”

QUESTION

You own shares of Cava stock which is expected to pay its first dividend 6 years from today in the amount of $3 per share. Over the next year (the 7th year), the dividend will grow by 20% after which the growth rate would be a constant rate of 3% per year, forever. The appropriate discount rate for Cava’s stock is 13%. Given the information above, what should a share of Cava sell for today?\

ANSWER

“Valuation of Cava Stock: Determining the Present Value of Future Dividends”

To determine the present value of a share of Cava stock today, we need to consider the expected future cash flows from the stock and discount them back to their present value using the appropriate discount rate. In this case, the relevant information includes the expected dividend payments, their growth rate, and the discount rate.

First Dividend (Year 6): The first dividend from Cava stock is expected to be $3 per share, which will be paid 6 years from today. To find the present value of this dividend, we can use the formula for the present value of a single future cash flow:

PV = FV / (1 + r)^t

Where PV is the present value, FV is the future value, r is the discount rate, and t is the time period. In this case, PV = $3 / (1 + 0.13)^6 = $1.46 (rounded to two decimal places).

Second Dividend (Year 7): In the seventh year, the dividend is expected to grow by 20%. So, the dividend in year 7 will be $3 * 1.20 = $3.60 per share. To find the present value of this dividend, we use the same formula:

PV = $3.60 / (1 + 0.13)^7 = $1.38 (rounded to two decimal places).

Constant Growth Dividends (Year 8 and Beyond): Starting from year 8, the dividends are expected to grow at a constant rate of 3% per year. This is a perpetuity, and we can use the Gordon Growth Model to calculate the present value of these dividends:

PV = D / (r – g)

Where D is the next dividend, r is the discount rate, and g is the growth rate. In this case, D = $3.60 and g = 0.03.

PV = $3.60 / (0.13 – 0.03) = $36.00.

Total Present Value: To find the total present value of all expected future cash flows, we sum up the present values of the individual components:

Total PV = $1.46 (Year 6) + $1.38 (Year 7) + $36.00 (Constant Growth) = $38.84 (rounded to two decimal places).

So, a share of Cava stock should sell for approximately $38.84 today, based on the given information and a discount rate of 13%. This is the estimated intrinsic value of the stock, and it represents the present value of all expected future cash flows to the shareholder. Investors can use this value as a reference when making investment decisions, such as buying or selling Cava stock in the market.

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