20 Comments
 

Actually, more debt increases the levered beta of the company, which increases cost of equity.

The WACC decrease from lowered amount of equity is partially/fully offset by the increase in average cost of equity. I would say it is unclear whether WACC changes or not, so we should assume it doesn't for simplicity reasons.

Just my 2cents.

 
ShimnessActually, more debt increases the levered beta of the company, which increases cost of equity.

The WACC decrease from lowered amount of equity is partially/fully offset by the increase in average cost of equity. I would say it is unclear whether WACC changes or not, so we should assume it doesn't for simplicity reasons.

Just my 2cents.

But you have proportionally less equity. It would be fully offset only in the case of financial distress (where taking on more debt is debilitating). Debt is cheaper than equity and you have more of it...hence lower wacc. No changes to FCFF so higher TEV...Really confused y this doesn't make sense to anyone else. I feel retarded.

 

Dude, just because debt is "cheaper" than equity, that doesn't lower the risk of the firm.

CAPM: COST OF EQUITY = rf+(levered beta) x market premium

and your levered beta = unlevered beta(1+D(1-tax rate)/E)

As debt (D) goes up and equity (E) goes down, your levered beta goes up, which increases cost of equity...

WACC = cost of equity x E/EV + cost of debt x (1-tax rate) x D/EV

Cost of equity goes up, and E goes down. In fact, cost of debt may also go up because your loading on more debt to buy back the equity. This lowers the firm's financial flexibility and hence increases WACC..

Why are you so sure WACC goes down?

 
Best Response

The simple and basic answer for interview purposes is that it does not change anything.

Remember that FV= EV + Debt - Cash. So whether you use new debt or existing cash, the reduction in equity value is offset by the change in cash or debt.

However, for extra credit you can point out that the fundamental premise here is that the fundamentals of valuation DID NOT CHANGE. What does that mean? That FV is the basis that investors have used to value the company. But what if the company is fundamentally an EPS (and thus EV-driven) trader? An accretive (or dilutive) buyback would drive a change to equity value, a change that would cascade through to FV and impact the relative FV/EBITDA multiple.

 

GenghisKhan, can you elaborate on why the nature of the company (EPS driven vs non-EPS driven) matters? Keeping everything else constant, higher EPS would be favoured better than lower EPS companies.

If the equity value responds to this EPS change for 1 company, I don't see why it wouldn't for other companies, given that the transactions executed (the buy-back of equity) by those companies are the same.

 

The change of capital structure is not going to affect the EBITDA, as for the EV: 1) in an MM ideal world where there is not tax, it will not change because company value doesn't depend on capital structure in an MM ideal world 2) in an MM reality world EV will go up because Wacc will go down due to the tax shield on the debt 3) in an real reality world EV can go either up or down depending on where you are on the WACC curve since MM theory doesn't account for default risk on the debt so the WACC curve in MM reality world is downward sloping rather U shaped.

 
RWPThe change of capital structure is not going to affect the EBITDA, as for the EV: 1) in an MM ideal world where there is not tax, it will not change because company value doesn't depend on capital structure in an MM ideal world 2) in an MM reality world EV will go up because Wacc will go down due to the tax shield on the debt 3) in an real reality world EV can go either up or down depending on where you are on the WACC curve since MM theory doesn't account for default risk on the debt so the WACC curve in MM reality world is downward sloping rather U shaped.

thx

 

There is no right or wrong answer concerning the WACC evolution. It can either go up or down depending on your leverage and cost of debt. And Shimness is right concerning the effect of leverage on cost of equity.

The OPs question was concerning EV / EBITDA ratio. Theoretically it stays unchanged if you are calculating your ratio based on market value (assuming all else is equal), but that has already been answered. If you were calculating your ratio based on fair value (DCF), it could change, as you have pointed out. But why would you do that?

 

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