Borrowing more makes sense only up to about 30 percent, concludes this GF520 Unit 7 capital structure case study, built on relevered betas and an expected distress cost. Searches like "gf 520 unit 7 assignment example", "gf520 unit 7 sample" and "gf520 unit 7 example" land here.
What a finished GF520 Unit 7 capital structure case study looks like
Six pages, with two tables at the core. The first recomputes the cost of capital at six debt levels by unlevering the chain's beta to 0.90 and relevering it at each ratio, while the cost of debt steps up from 5.6 percent to 9.2 as the implied rating falls. The weighted rate bottoms between 20 and 30 percent debt, near 9.05, and climbs to 10.0 by 50 percent. The second table values the tax shield at each level against an expected distress cost, probability multiplied by a cost equal to 25 percent of the firm's 1.5-billion-dollar value, a high figure argued from leased clubs and membership churn. Net benefit peaks near 30 percent debt at about 86 million dollars and slips to about 80 million at 45. The recommendation follows: a smaller buyback.
How a GF520 Unit 7 example is structured
The paper begins with the firm, not the theory: what it owns, what it leases, how steady its membership revenue stayed through the last downturn, and what the proposed buyback would do to its balance sheet. Theory enters next in a single paragraph, the tradeoff between the deductibility of interest and the costs that arrive when repayment is in doubt. The cost of capital table follows, then the shield and distress table with each probability tied to a rating band and a published default study. A discussion section explains why distress costs run high for this firm: clubs are leased, so there is little collateral, and members leave quickly when a chain looks unstable. The recommendation, a debt ratio near 30 percent, closes the paper with two conditions that would justify revisiting it.
The firm before the theory
Leased locations, monthly memberships and a revenue dip in the last recession are described first, because each one changes how much debt this chain can carry.
Beta unlevered, then relevered
An unlevered beta of 0.90 is relevered at six debt ratios, lifting the cost of equity from 9.25 to 13.01 percent as leverage rises.
Debt cost that steps with rating
Borrowing rates climb from 5.6 to 9.2 percent across the table, each tied to the rating band a lender would likely assign at that level.
Shield against expected distress
The present value of interest deductions is set against the probability of distress multiplied by its cost, and the difference peaks near 30 percent debt.
Why distress costs run high here
Few owned assets to pledge and members who cancel at the first sign of trouble justify a distress cost of a quarter of firm value.
Where marks go in GF520 Unit 7
Graders reading a capital structure case look first for whether the theory was applied to this firm or merely recited. Two paragraphs on Modigliani and Miller with no link to the chain's leases or its membership churn earn little, however accurate. A cost of debt held constant across leverage levels is the most common analytical flaw, since it makes more borrowing look free until the equity cost alone catches up. Distress costs asserted without a probability or a size weigh nothing. Tax shields valued at the statutory rate on interest the firm cannot fully deduct draw comment where interest limits apply. A recommendation that simply endorses or rejects the buyback, with no target ratio, leaves the case half answered. Papers that score highest state the conditions under which the chosen level would stop being right.
Get a GF520 Unit 7 example written to your instructions
Name the firm in your GF520 Unit 7 case and include the figures it supplies, along with the prompt and rubric. The study comes back with the cost of capital recomputed across debt levels, the shield weighed against distress for that firm specifically, and a target ratio stated. First custom sample: free. Typical return: 24-48h.
GF520 Unit 7 questions, answered
Where does the probability of distress come from?
Usually from the rating a firm would likely receive at each debt level, matched to published cumulative default rates for that rating over a relevant horizon. The sample states each probability with its rating band and source. Where a case supplies its own estimates, the custom version uses those, since graders check that the probabilities rise with leverage and are sourced rather than invented.
Should the case study use Hamada's equation?
It is the most common way to relever beta in graduate coursework, and the sample uses it with taxes included. Some instructors prefer versions that allow debt to carry a beta of its own at high leverage. The choice should be stated and applied consistently across the table, since switching methods between rows produces a curve that reflects the formula rather than the firm.
Can the same method work for a firm with almost no debt?
Yes, and the study then asks whether the firm is leaving value unused. Low-leverage firms often have reasons, volatile earnings, few pledgeable assets or a founder's preference, and the paper names which apply before recommending more borrowing. The same two tables still run; the question simply becomes how far to move from zero rather than whether to retreat from a high ratio.