Week 4 - Equity Valuation and Portfolio Management Flashcards
What is the most important information in performing valuation work?
Forecasting cashflows is the most important part, and requires a sound understanding of the company being valued. Mathematical models are important but of secondary concern
Define EBITDA, EBIT, EBT and NPAT
EBITDA - Earnings before interest, tax, depreciation and amortisation
EBIT - Earnings before interest and tax (operating profit)
EBT - Pre-tax profit
NPAT - Net profit after tax
What are the three categories of cash flows?
1) Operating (relating to net income)
2) Financing (relating to non-current liabilities, e.g. borring, repayments, capital raising etc.)
3) Investing (capital expenditure - either maintenance or expansion)
How are interest and dividends treated under IFRS and GAAP? What are the implications of this difference?
Under GAAP, interest received and paid and dividends received are under operating cash flows, while dividends paid are considered financing cash flows. Under IFRS/AASB the firm has the right to choose which they please. Companies are then able to manipulate their cash flow statement - e.g. Telstra put interest paid against financing, which boosted operating cash flows to make them appear better
Define working capital and gross profit.
Working capital = Receivables + Inventories - Payables
Gross profit = Cash from sales - cash payments + change in Working capital
What is the Free Cash Flow to Equity (FCFE)? How does this relate to dividend coverage?
FCFE = NPAT + Depreciation - Capex - change in Working capital
We do this because depreciation is a cash flow that has not really occurred but has been deducted to reach NPAT, so we add it back to recoup this difference and subtract actual capital expenditure.
Dividend coverage should also be assessed relative to FCFE and not just NPAT as FCFE gives a better estimate of how money has actually moved.
Why might managers to be motivated for ‘earnings management’?
1) Earnings might otherwise fall short of market consensus and cause a share price drop
2) May be able to offset disturbances in earnings trends that have occurred due to non-recurring events
3) Managers can set the base low for future growth when appointed as a new manager (taking out the garbage)
4) Pending IPO requires positive earnings growth
5) Earnings risk breaching a debt covenant - EBIT/Interest > 3 (need to maintain earnings)
6) Managers’ compensation is linked to earnings growth hurdles
What tricks can be used to manage earnings?
1) Change depreciation method (straight line to accelerated)
2) Capitalisation of costs so that only depreciation hits P&L
3) Estimate asset write-downs
4) Allow for noncollectable accounts/false sales
5) Exaggeration of restructuring provisions which can be toned back later to increase earnings
What are some signs companies may be in trouble?
1) Accounts receivable increase relative to sales - poor management/false sales (longer they are unpaid, the less likely to be paid)
2) Inventories increase relative to sales - poor stock control, deterioration of assets, reduction in demand
3) Accounts payable increase relative to expenses - difficulty in paying expenses/collecting receivables
4) Low capex relative to depreciation - asset base is not replenished
What are some key considerations when comparing a company to itself/competitors?
1) When comparing, use mid-cycle earnings as the baseline, otherwise the numbers will be too volatile (as a point in time can change drastically)
2) There is a strong country effect present, be hesitant when comparing across countries as national markets appear cheap/expensive when compared to other nations
3) Calculate ratios for a company across time, and compare to itself prior
4) Compare to companies within the same industry and with a similar vertical structure (i.e. have they acquired similar operations in the supply chain?)
What is the intuition behind the DDM model? What is the key formula?
The intuition behind the DDM model, is that companies experience a certain return on equity, which is retained (retention rate of b) or paid out in dividends (a total amount of E(1-b) is paid out in dividends). The stock experiences earnings growth of (1+bROE) as whatever return was not paid out remains invested at a similar rate of return. This continues exponentially and arrives at the formula:
P = (1-b)E/(k-bROE)
k is the discounted rate of return, based on the CAPM model - i.e. k = r(f) + beta* [r(m)-r(f)]
How should equity markets perform in an environment of stagflation?
In a weak economy, we expect E and ROE to decrease. Further, volatility increases and thus we expect to see an increased risk margin and decrease in the risk free rate. On balance it is likely that the P/E ratio decreases.
It is important to address questions like this by looking at all the different parts of the DDM - E, k (volatility of risk and risk-free rate), ROE
What is the PEG? Is it useful?
PEG is the PE to Growth ratio and is an unreliable rule of thumb. It is difficult mathematically, but is maximised at moderate growth rates.
PEG = (1-b)/[(k-g)*g]
What is the P/B ratio? Outline key formulas and explain the relationship between ROE and k and its impact on valuation premium.
We define ROE to be E/B (earnings/book value - a simplifying assumption that does not always hold). Thus we have that P=(1-b)E/[k-bE/B] and finally
P/B = 1 + (ROE - k)/[k - b*ROE]
This shows us that a P/B ratio is high when ROE > k (equity discount rate), and that in this scenario a higher retention rate is likely to increase this ratio further (increase in valuation premium). On the contrary, when ROE < k then a higher retention rate improves valuation premium.
Define some of the key assumptions surrounding the DDM model. Is it useful?
The DDM model assumes the return on an existing asset base is constant and earnings are asset driven. Without any new capital, earnings would be the same as the previous year. In reality, ROE may vary due to changes in technology/competitive environment.
As a whole, the single phase model is highly sensitive to current assumptions and is not good on a company level, particularly when dividend payout is very low or high. It is useful in understanding relativity of P/E due to differences in risk (k) and growth (ROE). Far better at a market aggregate level. A three-phase model fixes some issues but remains sensitive to phase 3 assumptions.
What is the Free Cash Flow to Firm (FCFF) valuation model? What assumptions does it make?
Value of firm is sum of all future FCFF subject to a discount rate of the WACC (weighted average cost of capital). To find this, assumptions need to be made surrounding the optimal capital structure.
A more accurate model explicitly values the next five years of cash flows before making an assumption about final growth - usually around inflation of 2%-2.5%.