| Course | MT217 Finance |
|---|---|
| Unit | Unit 7 |
| Paper type | Stock valuation exercise |
| Length | About 850 words, 6 pages double-spaced |
| Format | APA 7 student paper |
| School | Purdue University Global |
| Program | BS in Business Administration |
| Updated | October 2026 |
Free sample paper for MT217 Unit 7
Four Ways to Price a Propane Distributor's Shares: A Unit 7 Stock Valuation Exercise
[Student Name]
Purdue University Global
MT217: Finance
Unit 7 Stock Valuation Exercise
[Instructor Name]
[Date]
Hearthside Propane and every figure are composite and illustrative; the sources cited are real.
The Company
Hearthside Propane is a composite distributor that delivers propane to about [140,000] homes and farms across the upper Midwest. Its business is steady, since customers heat with propane every winter, but growth is slow because rural populations are flat. Weather moves results from year to year: a mild winter can cut gallons delivered by a tenth, while a cold one lifts them, so the company keeps its dividend increases modest to protect the payout in warm years. That record of small, regular increases is what makes a dividend model sensible here. It has preferred shares and common shares outstanding. Investors require a 7.5 percent return on the preferred and 9.0 percent on the common.
Problem 1: The Preferred Stock
Each preferred share pays a fixed [$4.50] dividend every year with no maturity date. A payment that continues forever is a perpetuity, and its value is the payment divided by the required return. At 7.5 percent, 4.50 divided by 0.075 gives [$60.00] a share.
What it means: if required returns on similar preferred shares rose to 9 percent, the value would fall to [$50.00], a drop of about 17 percent, because the dividend never changes. Preferred stock behaves much like a very long bond. Preferred holders are paid before common holders but have no claim on growth, so the share's value depends almost entirely on what investors require.
Problem 2: Constant Growth
Hearthside paid a common dividend of [$1.84] last year and has raised it about 3.5 percent a year, in line with modest price increases and steady customer counts. Under the constant growth model associated with Gordon (1959), Hearthside's share is worth the coming year's dividend over the spread between 9.0 and 3.5 percent. Next year's dividend is 1.84 times 1.035, or [$1.9044], and dividing by 0.09 minus 0.035, or 0.055, gives [$34.63].
What it means: the model treats the dividend stream as rising forever at the same rate, which suits a mature company like Hearthside. The result is very sensitive to the gap between the two rates; if growth were 4.0 percent instead of 3.5, the value would rise to about [$38.27].
Problem 3: A Faster Growth Period
Suppose Hearthside buys two smaller distributors, lifting dividends 10 percent a year for three years before growth settles back to 3.5 percent. The dividends become [$2.0240] in year one, [$2.2264] in year two and [$2.4490] in year three. From year four on, ordinary growth resumes, so the year-three price comes from the year-four dividend, 2.4490 times 1.035, spread over the same 0.055, which gives [$46.09].
Discounting each year's dividend and the year-three price back at 9 percent gives a present value of about [$1.857], [$1.874] and [$1.891] for the three dividends, and [$35.59] for the year-three price, a total of [$41.21].
What it means: three years of faster growth add about [$6.58] a share, nearly 19 percent above the constant growth value. Most of that comes from the higher base the faster growth leaves for every year after it, not from the three dividends themselves.
Problem 4: The Return the Market Implies
Hearthside's common stock trades at [$36.50]. Turning the model around shows what buyers at that price expect to earn: the dividend yield on the coming payment plus 3.5 points of growth. The dividend yield is 1.9044 divided by 36.50, about 5.22 percent, and adding 3.5 percent growth gives about 8.72 percent.
What it means: at [$36.50] the market expects about 8.7 percent, below the 9.0 percent required return used above. Either investors see Hearthside as slightly less risky than the 9.0 percent assumes, or they expect a little more growth than 3.5 percent, perhaps from the acquisitions in Problem 3. Analysts covering Hearthside would test this by asking management how much of the acquisition plan is already agreed. The price sits between the constant growth value of [$34.63] and the faster growth value of [$41.21], which suggests the market gives some weight to the acquisition plan.
The market price is a vote on which growth story investors believe, and it lands between the two.
Limits of the Models
Brigham and Houston (2019) caution that dividend discount models work best for stable companies that pay regular dividends, and poorly for firms that pay little or none. Hearthside fits the first group well. Even so, the results depend heavily on two inputs that cannot be observed directly: the required return and the long-run growth rate. A sensible check is to compare the model's value with how the market prices similar propane and heating oil distributors, using their price to earnings or dividend yields. Fama and French (2004) showed that the most common way of estimating required returns, the capital asset pricing model, has weak empirical support, so Hearthside's 9.0 percent hurdle is a judgment an analyst could reasonably set a point higher or lower.
References
Brigham, E. F., & Houston, J. F. (2019). Fundamentals of financial management (15th ed.). Cengage.
Fama, E. F., & French, K. R. (2004). The capital asset pricing model: Theory and evidence. Journal of Economic Perspectives, 18(3), 25-46. https://doi.org/10.1257/0895330042162430
Gordon, M. J. (1959). Dividends, earnings, and stock prices. The Review of Economics and Statistics, 41(2), 99-105. https://doi.org/10.2307/1927792
The Purdue Global MT217 Unit 7 instructions
The seventh unit usually asks you to value stocks with dividend discount models. Most prompts include preferred stock valued as a perpetuity, common stock under constant growth, a nonconstant growth case with a period of faster growth followed by a stable rate, and often the return implied by a market price. Each problem should show next year's dividend, the discount rate, the growth rate and the result, with the reasoning behind each input. Remember that the constant growth formula uses next year's dividend, not last year's. In the nonconstant case, find the price at the point where growth becomes constant, then discount it and the earlier dividends back to today. Many sections ask what the results imply about the market price. A short section on the models' limits shows judgment. Expect about four pages with numbered problems, citing the course text and Gordon in APA 7.
How the MT 217 Unit 7 example is put together
The exercise introduces the distributor, its weather-driven results and its record of small dividend increases, which make a dividend model sensible. Problem 1 values the preferred stock and tests what a higher required return would do, noting that preferred shares behave like long bonds. Problem 2 applies the constant growth model and shows, with a margin note, how a half-point change in growth moves the value by more than $3.60. Problem 3 builds three years of faster dividends, values the share at year three and discounts everything back, showing that most of the gain comes from the higher base afterward. Problem 4 computes the return implied by the market price and compares it with the 9.0 percent requirement. The highlighted line reads the price as a vote between two growth stories. A section on limits cites Brigham and Houston and Fama and French and suggests checking against similar distributors.
Where the points sit in the MT217 Unit 7 rubric
Stock valuation exercises are usually graded on correct setup and on interpreting what the values mean. Using next year's dividend in the constant growth model, and computing it correctly from last year's, is the first thing graders check. The nonconstant growth problem tests whether students can find the terminal price at the right point and discount each piece correctly. Sensitivity to the growth rate is worth showing, because it reveals how much the answer depends on one assumption. The implied return problem shows understanding that the model can run in both directions. Comparing the computed values with the market price, and explaining the gap, demonstrates judgment. A brief discussion of the models' limits, with a source, shows awareness that inputs are estimates. Presentation matters too, with each problem numbered and each answer boxed or clearly stated.
MT217 Unit 7 help from the desk
Stock valuation problems most often go wrong when last year's dividend is used in the constant growth formula, which undervalues the share. Another frequent error in nonconstant growth is discounting the terminal price from the wrong year. Some students value the preferred stock with a growth rate it does not have. Others compute values without comparing them with the market price, so the exercise says nothing about what investors expect. The growth rate is sometimes set above the required return, which breaks the formula. Limits of the models are often ignored. Watch rounding in the dividend steps, since small errors carry into the terminal value. If your problems use a company with no dividend, the dividend models may not fit and the prompt may expect a different approach. Send us your problems and the company's figures, and our writers can help set up each model.
Get an MT217 Unit 7 example written to your instructions
Share the Unit 7 problem set and the rubric, with any dividend, growth or required-return figures your instructor gave. Shares are valued step by step, next year's dividend computed first and every present value shown, and the results end up beside the market price. The opening sample is yours free, normally back inside 24-48h. The paper above is an original model document written by our desk, not a submitted student paper and not an official Purdue University Global document.
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MT217 Unit 7 questions, answered
Why use next year's dividend in the growth model?
Because the formula values the stream of future dividends, and the first one a buyer today will receive is next year's. Using last year's payment values a dividend already paid. In the sample, 1.84 grown by 3.5 percent becomes 1.9044, and dividing that by the 5.5-point gap between return and growth gives 34.63.
What if growth exceeds the required return?
Then the constant growth formula breaks, giving a negative or infinite value. That usually means the high growth is temporary, and a nonconstant model is needed, with fast growth for a few years followed by a sustainable rate below the required return. The sample's third problem is built that way for exactly this reason.
Does the exercise say whether to buy the stock?
No. It computes values under stated assumptions and compares them with the price to show what the market appears to expect. Whether anyone should buy a share depends on circumstances well beyond a course exercise. Finance assignments at this level typically ask for the valuation and its interpretation, and the sample stays within that boundary.
Where can I find a free MT217 Unit 7 sample paper?
The full MT217 Unit 7 stock valuation exercise is on this page. It values a propane distributor's preferred and common stock under constant and nonconstant growth, computes the market's implied return and includes margin notes.
What return does the market price imply in the sample?
At $36.50, next year's dividend of $1.9044 gives a yield of about 5.22 percent, and adding 3.5 percent growth implies an expected return of about 8.72 percent, a little below the 9.0 percent requirement.