What Does Adjusted Present Value Mean?
An Adjusted Present Value (APV) valuation is very similar to DCF valuations, however there are several differences between the methodologies.
The APV is the net present value of a firm that is financed solely by equity, plus the present value of financing benefits.
APV = Unlevered NPV Cash Flows (Including Terminal Value) + NPV of Financing Side Effects (ex: Interest Rate Tax Shields)
Always thought it was something the sell-side uses to triangulate a PO alongside an arbitrary EBITDA multiple and an industry average P/E
Hi BlackHat, I wanted to apologize for some of the mistakes I made in my article, it has been revised now. As far as your question is concerned I am not too familiar in regards to how APV is used on the sell-side.
APV Question (Originally Posted: 12/06/2007)
I have heard from a experience banker that this calculation method of DCF is not even performed and it's just a textbook method. True or False? He told me not to worry about it in a interview?
So true. APV is just BS. Just a way that UChicago uses to differentiate itself. There are so many variables in APV that you can't back up concretely from financial statements
Yeah...APV is never used.
APV is hardly used but apparently they only use it when the capital structure changes alot...
Coincidentally, I was just reading Investment Valuation by my main man Aswath and the valuation seems to be purely academic.
Any one able to enlighten me as to why this is the case?
APV gives the same result no?
To get APV = WACC, you would need to calculate your WACC every period given the change in capital structure...
Basically you value your FCF at unlevered cost of capital to get the value of the unlevered firm and then adding the value from having leverage (interest tax shields) given the amount of debt each period. With WACC, you're assuming a constant capital structure throughout...
Interviewing for IB- need help understanding Adjusted Present Value... (Originally Posted: 10/02/2012)
Hi can anyone help me understand the Adjusted Present Value concept? From what I understand it is a way to get to the enterprise value of a levered firm from the enterprise value of an unlevered firm by adding the present value of the tax shield. So say there is an unlevered firm with no debt. It's value (all equity) is $100. Now suppose the firm taken on an additional $100 in debt and becomes a levered firm. Also suppose the present value of the tax shield is given by the simplified formula: PV of T.S. = Debttax rate. Suppose tax rate is 40% then the present value of the tax shield is 1000.4=40. So is the APV value of the levered firm just 100+40 = 140? I find that very strange. We added $100 debt to the unlevered firm, but its value only went up by $40? How is that possible? If total firm value is equal to the value of debt + value of equity then shouldn't the value of the levered firm be $200($100 equity and $100 debt)? Why is it $140? I am very confused. Thank you!
As Warren Buffet once said, "If you can eliminate the federal government as a 34% partner in your business, it's got to be worth more!"
Modigliani-Miller Theorem states that the value of the Levered Firm is equal to the Value of the Unlevered Firm plus the tax rate multiplied by the level of debt (AKA the PV of the Tax Shield).
For one, you have to assume the same level of assets in both scenarios to compare. Lets also assume that book value = market value and a 20% federal tax rate. So in your example above assume that the firm has $2,000 in assets. Scenario 1 is that the firm finances these assets with 100% stock. Scenario 2 lets assume 50% stock 50% debt. The value of the unlevered firm would be $2,000 and the value of the levered firm would be $2,000 plus (20%*$1,000 or $200). The "Tax Shield is the Tax Rate multiplied by the level of debt and is a value to the Equity Holders.
Unlevered Firm = $2,000 Equity Levered Firm = $1,200 Equity + 1,000 Debt
If you want more info PM me.
Valuation & APV (Originally Posted: 12/15/2011)
Hi guys,
Two quick questions...
1) For a case study, I have to build a lbo model and do an APV. In this case, the PE groups is said to pay $51m, for a company with (only) $1m debt. They finance with something like $10m equity and $41$ debt. When doing the (required) APV, i find that the pro-forma EV (we're only given PF statements, which include synergies) is around $100m. Isn't there something wrong here? I mean, they're paying $51 for something they value at $100m! However, one is almost debt free while the other is loaded down with debt. For doing the premium analysis, does it make sense to compare the two equity values (so $50 vs. $59)?
2) For the valuation of unlevered CF in an APV, what FCF should I take? Should I take the regular FCF (ebiat + dep etc...) or the cash flow available for paying down debt (= (EBIT - int)*(1-t) + dep... etc... ) ? Clearly, as I know what to find, the FCF way gives me something WAY too big.. but I can't find the rational for taking the CF for debt (after all, this case isnt supposed to be all-equit y financed?)...
Thanks
On (2) For APV you should use the same FCF as you would use for your regular DCF with WACC. The difference is that you will discount the FCF with the cost of unlevered equity (and not WACC) and that afterwards you add the effect of financing to arrive at the EV (except if you have weird stuff, it will only be discounting the interest tax shields that you calculate on the side, discounting them at the cost of debt)
Free Cash Flow w/ APV (Originally Posted: 05/19/2010)
I am using APV to value a company's equity.
I use the formula EBIT*(1-t)+Depr-CAPEX-WC to find FCF. I've also used this and forecasts of relevant variables to forecast FCF.
The problem I have now is that my end results are often way too big. So, either the market is grossly undervalued (which I doubt, especially since I am valuing large-cap stocks with a lot of analysts) or I am making some error (which is more likely).
So, I'm wondering if I should even be using the formula to find FCF or if I should just use historical FCF and adjust by some fudge factor (probably some growth ratio) to forecast future FCF.
Thanks.
Update:
I just tried a backtest of the formula and it failed miserably. I am wondering if there is a better formula I should be using or if I should make some sort of adjustment to the formula.
Are you discounting the future cash flows? If so, what rate are you using?
As an FYI, what you're getting is an enterprise value, not an equity value. So you're going to have to add cash and subtract debt to get to equity value. If you want to find equity value using the FCF method, you'll have to back out net interest expense from EBIT before multiplying by (1-t).
Your formula is correct. May want to add back stock-based compensation and other non-cash (amortization) expenses.
Since I'm using APV, I discount FCF by the CAPM cost of equity. I discount the interest tax shield by the cost of debt.
For the cost of equity, I use the 10 year treasury + beta times the 10 year market risk premium, as I plan on investing for a longer term. For the cost of debt, I use the 10 year bond for the company I am valuing. If no such bond exists, I use corporate bond spreads.
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