Financial Management: Valuation Techniques Flashcards
GAAP Inputs Hierarchy: Level 1 Inputs
Level 1 Inputs: Quoted market prices in active markets for identical assets or liabilities.
- Used to value items traded in active markets.
- If there is a public, active market for the item being valued, that market is the best indicator of FV.
-
Active markets:
- Stock markets
- Bond markets
- Commodities markets
- Over-the-counter markets
- Since the quoted market price is for an identical asset or liab, adjustments to the quoted prices are NOT appropriate in establishing value.
GAAP Inputs Hierarchy: Level 2 Inputs
Level 2 Inputs: Directly or indirectly observable inputs, but not for identical item in active market, including:
- Quoted prices for similar items, but not identical or in markets that are not active
- Observable inputs other than quoted prices (int rates)
Market is not active when:
- Few relevant transactions are available
- Prices are not current or vary substantially
- Little publicly available information
Examples of when used:
- Stock restricted from trading, but similar to traded shares
- Securities traded in brokered markets, rather than public markets
- Residential and commericial property w comparable sales
- Private debt securities for which there is publicly traded debt w comparable risks and terms
-
Inputs not directly observable, but derived principally from, or corroborated by, observable market data:
- By correlation or other means to be useful in valuing an asset or liab
- Use of multiple earnings, revenues, or similar performance measures to value a business enterprise.
GAAP Inputs Hierarchy: Level 3 Inputs
Level 3 Inputs: Inputs are unobservable and based on entity’s assumptions. Estimates are used for valuing item.
Examples of Level 3 Inputs:
- Expected cash flows
- Expected life of an asset
- Expected residual value
- Likelihood of events occurring
- And similar estimates
Examples of when used:
- Asser retirement obligations
- Financial asset servicing rights
- Capital projects
- Closely held businesses
- And others
Hierarchy/Inputs/Uses
- Notice:
- Some items valued directly
- E.g. - share of stock or barrel of crude oil
- Other items require more judgment and sue of valuation techniques.
- Some items valued directly
Question:
Which of the following levels of the U.S. GAAP hierarchy of inputs used for determining fair value can be based on inputs not directly observable for the item being valued?
Level 1 Level 2 Level 3
Level 1 = NO
Level 2 = YES
Level 3 = YES
Level 1 inputs in the U.S. GAAP hierarchy are based exclusively on observable quoted prices in active markets, not on unobservable inputs. Both level 2 and level 3 can include inputs not directly observable for the item being valued
Question:
Which of the following level(s) of input in the U.S. GAAP hierarchy of inputs for fair value determination is/are likely to be most appropriate for valuing basic agricultural commodities?
A. Level 1, only.
B. Level 2, only.
C. Level 3, only.
D. Level 1 and level 3.
Level 1, only
Level 1 inputs are quoted prices in active markets for identical assets or liabilities. Agricultural commodities of identical nature are widely traded in active commodities markets. The prices from those transactions would be the best measure of the value of identical agricultural commodities.
Valuation Techniques: Capital Asset Pricing Model (CAPM):
CAPM: An economic model that determines a measure of relationship between risk and expected return.
The general idea behind CAPM is that investors need to be compensated in two ways:
- Time value of money and
- Risk.
- The time value of money is represented by the risk-free (RFR) rate and compensates the investors for placing money in any investment over a period of time.
- The other half of the formula represents risk and calculates the amount of compensation the investor needs for taking on additional risk. This is calculated by taking a risk measure (beta) that compares the returns of the asset to the market over a period of time and to the market premium.
CAPM Basic Formula:
RR=RFR + beta (ERR-RFR)
- Where:
- RR= Required Rate of Return
- RFR= Risk-free rate of return – Rate on US Gov’t bonds
- beta= Measure of volatibility of asset being measured (measure of risk)
- ERR= Expected rate of return – Benchmark rate for the class of asset being valued.
CAPM Illustration:
CAPM Formula and Illustration:
- RR=RFR + beta (ERR-RFR)
- Assume:
- RFR: 3%
- beta: 2
- ERR: 10%
- Then:
- RR= .03+2(.10-.03)
- RR= .03+2(.07)
- RR= .03+.14=.17 = 17%
CAPM beta:
beta: Measure of systematic risk as reflected by the volatibility of an investment or other asset.
Technically, beta =
- (Asset std deviation) [a] / Benchmark std deviation [b] x Coefficient of correlation betwenn [a] and [b]
beta: Measure of volatibility of an asset when compared to a benchmark for the whole class of that asset.
beta Values:
There are three states of beta possible:
- beta = 1
- beta > 1
- beta < 1
Beta = 1: Asset being valued moves in line with benchmark
- Asset being valued has the same level of systematic risk as that class of asset; the investment has average systematic risk.
Beta > 1: Asset being valued moves greater than benchmark.
- Asset being valued is more volatile (more systematic risk) than that class of asset
- In earlier example:
- ERR: 10%
- beta = 2 = more risk than benchmark for class of asset being valued.
- RR = 17% (greater)
Beta > 1: Asset being valued moves less than benchmark.
- Asset being valued is less volatile (less systematic risk) than that class of asset.
Plotting of CAPM:
The following graph shows the plotted slope of Beta under three assumptions as to its value:
- A. When B = 1, a percentage change in an asset class benchmark return (i.e., a market) produces the same percentage change in an individual asset (e.g., a stock) of the same asset class.
- B. When B > 1, a percentage change in an asset class benchmark return produces a greater than equal change in an individual asset of the same asset class.
- C. When B < 1, a percentage change in an asset class benchmark return produces a less than equal change in an individual asset of the same asset class.
What are the Assumptions and Limitations of CAPM?
CAPM is based on a number of assumptions, some of which are more significant to the outcome than others. Some of the most significant assumptions and limitations of CAPM are:
- All investors are assumed to have equal access to all investments and all investors are assumed to be using a one period time horizon.
- It is assumed that asset risk is measured solely by its variance from the asset class benchmark.
- It is assumed that there are no external cost - commissions, taxes, etc.
- It is assumed that there are no restrictions on borrowing or lending at the risk-free rate of return; all parties are assumed to be able to do so.
- It is assumed that there is a market for all asset classes and, therefore, a market benchmark; to the extent there is not a market or a benchmark for a particular asset class, CAPM cannot be used.
- It uses historical data, which may not be appropriate in calculating future expected returns.
Uses of CAPM:
Uses of CAPM include:
- Securities analysis: stocks, bonds, derivatives
- Corporate investment in capital projects: establishing hurdle rates (or discount rates) for capital projects.
- Setting fair compensation for regulated monopolies.
Question:
A graph that plots beta would show the relationship between :
Asset return and benchmark return:
A graph which plots beta would show the relationship between the return of an individual asset and the return of the entire class of that asset, as reflected in a benchmark return for the class
Valuation Techniques: Option Pricing Models – Options Defined:
Option: Contract that entitles the owner (holder) to buy (Call option) or sell (Put option) an asset at a stated price within a specified period. Financial options are a form of derivative instrument (contract).
- American-Style – Option permits exercise any time before expiration.
- European Style – Option permites exercise only at maturity date.