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Step-by-Step: Building a Gordon Growth Model in Excel

To calculate the intrinsic value of a company, follow these steps to set up your spreadsheet:

1. Set Up Your Inputs

Create a small table in Excel with the following three variables:

--- Next Year's Expected Dividend (D1): This is the cash payout per share expected in the next 12 months.

---Cost of Equity (r): Your required rate of return. For the NOK example, we used 8.0%.

---Constant Growth Rate (g): The rate at which the company will grow its dividends forever. For NOK, we used 2.0%

2. Enter the "Magic" Formula

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In a new cell, apply the GGM formula:

= D1 / (r - g)

Important Rule: Your Cost of Equity (r) must be greater than your Growth Rate (g) for the math to work. If g is higher than r, the formula will return a negative number, which is impossible for a stock price!

3. Example Calculation (The NOK Case)

If we look at the historical valuation of Nishiyama Onsen Keiunkan (NOK) starting in 705 AD:

Expected Dividend (D_1): 1.020
Cost of Equity (r): 0.08
Growth Rate (g): 0.02
Excel Calculation: = 1.02 / (0.08 - 0.02)
Resulting Value: 17.0

Why This Works for Long-Term Investors

As Myron J. Gordon discovered, this works because it sums an "infinite geometric progression".

The Dividend Stream: When you buy a stock, you are buying the right to all future dividends.

The Simplified Exit: Even if you plan to sell the stock at a future "Price1," that price is just the sum of all dividends from that point forward.

The Convergence: Over a long enough time (like NOK’s 1,321 years), the discounted value of those far-off dividends eventually converges to a single, finite number.

Curious what the Gordon Growth Model is, how it works, when to use it, and how future dividends translate into today’s stock value?

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