Case 066DCF and intrinsic valueCore
Run a reverse DCF on Elvora Specialty Retail: what free cash flow growth does its market value price in, and can the store rollout deliver it?
1The situation
Elvora Specialty Retail has a market value of Rs 30,000 crore, no debt and free cash flow of Rs 450 crore. Use a 12% cost of equity and assume that after ten years free cash flow grows 5% a year forever.
Elvora has 300 stores. Each mature store generates about Rs 3.5 crore of operating cash a year, rising with like-for-like growth of about 5%, and a new store costs about Rs 10 crore, rising 5% a year. Management plans 60 openings a year. Today's Rs 450 crore is Rs 1,050 crore of store cash less Rs 600 crore spent on new stores.
2Your task
Solve for the ten-year growth the price implies, then build a rollout path and say whether the implied growth is achievable.
Quick check
Roughly what ten-year free cash flow growth does Rs 30,000 crore imply?
Worked solution
Try it on paper, then open one step at a time.
30-second answerThe answer to give first
The price implies free cash flow growing about 25.5% a year for ten years, from Rs 450 crore to about Rs 4,372 crore. Sixty stores a year with 5% like-for-like growth delivers about 23.8% and a value near Rs 27,567 crore. The price is achievable only if Elvora opens about 72 stores a year or grows like-for-like near 6%: a full price, not a mad one.
Step 1Why start from the price instead of from a forecast?
A house on sale for Rs 3 crore with rent of Rs 45,000 a month tells you the buyer expects rents to rise fast. You do not need your own rent forecast to see that; you need to ask how fast they must rise. A reverse DCFA discounted cash flow run backwards: the price is fixed and you solve for the growth rate that justifies it. fixes the value at today's price and solves for the growth the market must be assuming, which turns a debate about valuation into a debate about operations you can check.
Set it up with three pieces: ten years of free cash flow growing at an unknown rate g, a terminal value at the end of year 10 growing 5% forever, and a 12% discount rate. Solve for the g that makes the total Rs 30,000 crore: about 25.5%. The terminal value is about 70% of the price, so the market is paying for what Elvora becomes after the rollout.
Step 2What can the store rollout actually deliver?
Build the path from stores, not from a growth rate. Each year, stores open at the start of the year contribute cash, and new openings cost capex. With 60 openings a year, stores reach 900 by year 10 and free cash flow reaches about Rs 3,812 crore. That is 23.8% a year, close to the price's 25.5% but short of it, and worth about Rs 27,567 crore, 8% below the market value. Notice the shape: the rollout runs ahead of the required path through the middle years, because its capex stays flat while store cash compounds, and falls behind only near the end. A reverse DCF is decided by where the path ends, not how it travels, because most of the value sits in the terminal year.
| Rs crore | Yr 1 | Yr 3 | Yr 5 | Yr 7 | Yr 10 |
|---|---|---|---|---|---|
| Required by the price | 565 | 890 | 1,403 | 2,210 | 4,372 |
| 60 stores a year, 5% like-for-like | 472 | 1,007 | 1,646 | 2,406 | 3,812 |
| Rollout minus required | -92 | +117 | +244 | +196 | -560 |
Step 3So is the implied growth achievable?
Ask what would close the gap. Holding like-for-like at 5%, Elvora needs about 72 openings a year instead of 60. Holding openings at 60, it needs like-for-like growth of about 5.8%. Neither is heroic, but both are above plan, so the market is pricing Elvora for its plan to be beaten, not met. That is a view you can test every quarter: store openings and same-store growth are disclosed. The limitation is the flat Rs 3.5 crore a store: new stores in smaller towns often earn less, which would widen the gap.
Where candidates lose it
The usual loss is computing the implied growth and stopping, or calling any number above 20% impossible. The number only means something when you set it against the operating plan that must produce it.
The second is forgetting that growth capex depresses today's free cash flow. As openings slow, cash flow jumps, which is why free cash flow can grow faster than stores.
What the interviewer asks next
- How does the implied growth change if the cost of equity is 11% instead of 12%?
- What happens to free cash flow in the year Elvora stops opening stores?
- Which disclosure would you check each quarter to track the gap?
Company names and figures are illustrative.
