What you will learn
- Calculate market capitalisation and an explicitly simplified EV.
- Separate the chosen debt value from other liabilities.
- Explain why EV divided by share count is not the observed share price.
Define which capital components belong in the model
CFA Institute distinguishes the market value of equity from a measure covering more capital providers. Here we define EV as market capitalisation plus the market value of debt minus available cash. The company has only ordinary shares, with no non-controlling interests, preferred shares, leases or other financial investments. This is a teaching simplification.
There are 300 shares at SEK 40, debt whose assumed market value is SEK 7,000 and cash of SEK 3,000. The supplied debt value is a premise: an actual book debt amount need not always equal its market value. Other definitions may require more components and adjustments, so the label EV alone does not specify the calculation.
If the table does not fit, scroll it sideways.
| Component | Calculation | SEK |
|---|---|---|
| Market capitalisation | 300 × 40 | 12,000 |
| Market value of debt | Add | 7,000 |
| Available cash | Subtract | 3,000 |
| EV | 12,000 + 7,000 − 3,000 | 16,000 |
New borrowing changes two components
Start from the table and let the company borrow SEK 2,000, paid into cash. Assume debt market value rises by the full amount and the share price stays constant. Debt becomes 9,000 and cash becomes 5,000. EV remains 12,000 + 9,000 − 5,000 = SEK 16,000.
This is a chosen calculation scenario, not a statement about how a real share price reacts to borrowing. If cash is subsequently spent while debt value remains, the bridge must be recalculated. The dates for equity value, debt and cash also matter. Mixing old and new balance information needs an explanation rather than a silent substitution.
A different share price changes equity value
Restore debt and cash to SEK 7,000 and SEK 3,000. A separate quote card supplies a price of SEK 20 for the same 300 shares. Market capitalisation becomes 6,000 and EV becomes 6,000 + 7,000 − 3,000 = SEK 10,000. Equity value and the wider capital measure have different totals.
Dividing 10,000 by 300 gives about SEK 33.33, but that is not the card’s observed price of SEK 20. EV includes debt less cash in this example. A total covering several capital providers cannot be allocated directly to shareholders as though the whole amount were their market capitalisation.
Use the bridge to explain the data
Record which values are observed, assumed and missing. Check that share count belongs to the equity value and that cash and debt follow the chosen definition. A completed model calculation does not automatically identify a reasonable acquisition price, future earnings or which share is cheapest. Those are different questions requiring more information.
Connect the exercise to Investiq company search when checking which company the information concerns. The lesson promises no automatic EV calculation, valuation tool or complete debt data in the app. Continue with net debt to explore loans and cash, or with market capitalisation if you want to revisit share count and price.
Try it yourself
A different company has 500 shares at SEK 30, debt with a supplied market value of SEK 4,000 and cash of SEK 1,500. There are no other EV components. Calculate market capitalisation and EV. Does EV per share equal the quote?
Show the solution and explanation
Market capitalisation is SEK 15,000 and EV is SEK 17,500. EV per share is SEK 35, which is not the observed share price of SEK 30.
500 × 30 = 15,000; 15,000 + 4,000 − 1,500 = 17,500. The quotient 17,500 / 500 includes debt less cash and should not be labelled the share price.
Check your understanding
Can a book debt amount always be treated as market value without checking?
No. Equality is explicitly assumed in our simplified examples.
Does calculating EV establish the correct price for a business acquisition?
No. Its definition, other components and valuation evidence still need examining.
Practise with virtual money
Try what you just learned in a practice portfolio with virtual money. You don't deposit any real money.
How the practice portfolio worksKeep learning and practising
More lessons on this topic
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- Trading volume, traded value and company revenue: follow three share trades
- Price-to-sales ratio: calculate the multiple and check profit separately
- Share buybacks: follow cash, remaining shares and earnings per share
- Weighted average shares outstanding: formula and EPS example
Sources and examples
The sources support the factual explanations. Calculations and exercises were created for this lesson. Amounts and price changes are invented unless stated otherwise.
This material is educational and does not recommend securities to buy. A simulated result does not guarantee a future result.
