2. PRINCIPLE ASSET CLASSES Flashcards
Benefits/risks
of cash deposits
BENE
- security - FSCS protection up to 85k
- accessibility - usually immediate unless term deposit
- liquidity - instant access to deposits 2nd only in liquidity to cash
RISKSAS
- interest rates may not keep up with inflation
-inflation eroding value
- portfolio cash accounts - not protected by FSCS
types of cash acc - instant access, notice account, term deposit and money market acc
6 Characteristics of money
DIVIDIBILITY - can be split into smaller denominations
DURABILITY - durable, easily replaceable
TRANSPORTABILITY - easy to carry
LIMITED SUPPLY - supply must be controllable (by the gov)
ACCEPTABILITY - must be widely accepted in exchange for goods. Declaration of legal tender by govs makes the currency acceptable to baso anyone
UNIFORMITY - uniform - all £5 notes worth the same amount
Simple Mac and Mod Dur calc
Blockchain
cryptocurrencies use blockchain tech = system of recording information that makes it difficult/impossible to change = digital leger of transactions duplicated and distro across entire network
Crypto
- issues with using crypto as money
Digital currency designed to work on blockchain tech as a medium of exchange
- anonymous nature of transactions (illegal/immoral activities)
- potential for gov to ban/regulate their use
- periodic failure of some currencies
- multiplicity of currrency makes it hard to understand pros and cons of each
- not FSCS protected whereas cash is
- ease with which new cryptos can be set up
Crypto regs
largely unregulated
Feb 23 - UK gov published plan for regulatory framework tgar it will apply to crypoassets
regulators in diff countries have conflicting views on crypto - may create regulatory loopholes
in UK - crypto assets cannot be promoted to retail clients
Tax treatment of crypto
gains typically subject to CGT even tho crypto is digital and therefore intangible
losses allowable to offset against gains tho may have to provide proof it is arises as result of destruction of private encryption key
what does FSCS cover
compensate customers of fin. services firms in case of insolvency
covers deposits, credit unions, insurance pols, pensions, insurance brokering, endowments, investments, mortgages, debt management
key provision is to protect cash deposits up to 85k per person per authorized instit
- originally under EU directive 100k eur rebal every 5 years
doesnt cover deposits outside of EEA
temp large balances protected for 6 months up to 1mn (e.g. proceeds from house sale, insurance payout, inheritance etc)
Risks and adv of offshore banking
RISKS
Security - main risk. may be little or no compensation offered for deposit loss.
deposit - sometimes large min deposit - could be at risk in war/coup/currency devaluation
access -usually straightforward btut could be as issue in dev countries where transactions are slower
compliance standards - offshore banks that comply with high standards must take extra steps to ensure this so often charge higher fees. lax banks spose their own issues - attract high risk customers, scrutiny from regs, can result in bank failure
professional advice - often needed when setting up offshore acc due to complicated tax structures
may attract criminals - can be opened without full declaration of beneficial ownership (money laundering/tax evasion)
ADV
security - some countries bank deposits may not be secure - so offshore banking may actually offer a more secure alternative
service - often very personalised with relationship managers
convenience and access - worldwide access for individuals whose home gov imposes capital controls
tax - tax advantages will depend on investors domicile. IHT planning (legal or otherwise)
investing - may offer access to different investment funds
FX - may be cheaper
flexible lending and credit
fees, interest and charges - may offer higher rates due to lower overheads and reduced govi control. interest almost always gross
economic protection - for investors facing deterioration at home
FSCS global alts
FDIC - deposits in US insit up to $250k (SVB more)
PBOC - 500k yuan per depositor
SARB - 100k rand per depositor per bank
deposit acc types
instant access - cash immediately accessible (can be limits on withdrawals e.g. x amount/day)
notice accounts - depositor must give notice of intent to withdraw or suffer interest penalty - higher interest than instant access due to less liquidity
term deposit - cash deposited over predefined period for enhances rate. early withdrawal prob not permitted or allowed with big penalty
- often provided as fixed rate bond by bank
money market accounts
- certain banks offer money market deposits for deined periods, rates and currencies - IR reflects the current MM rates
- call account allows invest to access money on working day and by a specific time (close to instant access and offers rat aligned to base rate)
tax treatment of cash deposits
- gross interest (from April 2017)
- first 1k (500 higher) tax free
- no CGT
what is an ISA]
types?
- tax efficient wrapper for residents
- no income tax or CGT
types
-cash
-stocks and shares
-LISA
-flexible ISA
-innovative finance ISA
JISA
H2B ISA
risks and advantages of offshore banking
RISKS
Security - main risk. may be little or no compensation offered for deposit loss.
deposit - sometimes large min deposit - could be at risk in war/coup/currency devaluation
access -usually straightforward btut could be as issue in dev countries where transactions are slower
compliance standards - offshore banks that comply with high standards must take extra steps to ensure this so often charge higher fees. lax banks spose their own issues - attract high risk customers, scrutiny from regs, can result in bank failure
professional advice - often needed when setting up offshore acc due to complicated tax structures
may attract criminals - can be opened without full declaration of beneficial ownership (money laundering/tax evasion)
ADV
security - some countries bank deposits may not be secure - so offshore banking may actually offer a more secure alternative
service - often very personalised with relationship managers
convenience and access - worldwide access for individuals whose home gov imposes capital controls
tax - tax advantages will depend on investors domicile. IHT planning (legal or otherwise)
investing - may offer access to different investment funds
FX - may be cheaper
flexible lending and credit
fees, interest and charges - may offer higher rates due to lower overheads and reduced govi control. interest almost always gross
economic protection - for investors facing deterioration at home
money markets
financial instit and dealers inc ash/credit who borrow/lend for ST usually up to 12 months
no centralised XC, decentralised similar to FX market
benchmarking to LIBOR
ST instruments commonly commercial paper, REPOs or similar
convention is to issue in bearer form
highly liquid
often no coupon - discounted secs which redeem @ par
money market participants
central bank - to conduct monetary policy not to paise finance + lender of last resort if systemic risk
commercial banks
maintain liquidity for capital adequacy requirements
companies
short term flexible finance, hedge IR rate exposure
instits (pensions funds, fund managers) -
maintain portion of fund in cash, MM allow generation of return
intermediaries - arbitrage ops between buyer and seller. most important in MM are IDB
short dated bonds
technically <5 yrs but definition can vary
sovereign risk in MM is country specific
usually ST govis
also FRNs - linked to ST MM rates
ZCBs - issued @ discount and redeemed at par
commercial paper
issued by corp - equivalent to short dated IG gov bond
typically zero coup and issued @ discount
no security
life of around 3 months
issued by large comps to assist in liqudiity management - placed w/ instit investors
(minimum denomination is 100k)
asset backed CP, 90-180 days, issue dby banks or financial instit with and notes backed by physical assets
finance comps use receivables from loans provided to customers as collateral for raising money in C market
Treasury bills
ST loan instruments guaranteed by gov
maturity <1 yr @ issue
1, 3, 6 month maturities in UK
no coupon - issued @ discount (tho can have negative yields and be issued at prem)
issued by DMO in UK
can be held in CREST and Euroclear
issued @ weekly auctions (tenders) - competitive 500k min NV bid, multiples of 50k
subsequent trading min denomination is 25k
tenders are on fri - eligible bidders are large financial instits including all major banks
not risk free because of inflation risk
T bill yield
yield % = (100-price)/(price x days/360)
days = days to maturity
Annualization and decompounding
Annualise: 4.8% annual interest paid quarterly
Decompound: 25% return over 7 yrs
A = (1+r)^n -1
A = (1.012)^4 -1 = 0.0489
0.25 = (1+r)^7 -1
1.25 = (1+r)^7
1.25^1/7 -1 = r
Bond characteristics
Risks associated with bonds
INTEREST RATE - rates expected to rise, price falls so yield rises to reflect increased rates. heavily impacted by inflation expectations
CREDIT RISK - risk of issuer defaulting on payment of coup or principle. ratings agencies help tho they are not super trustworthy
INFLATION - risk inflation will undermine returns through decreased purchasing power
LIQUIDITY - ease with which issue can trade effects its risk and therefore the yield required
ISSUE SPECIFIC - eg embedded options, callable bonds etc
FISCAL - risk witholding taxes will be increased
Macauly duration
= Economic life of the bond
How long it years it takes for the price of the bond to be repaid by its cash flows
= weighted average term to maturity of the cash flows from a bond
= elasticity of a bond’s price in relation to interest rates
= higher duration = more sensitive to rates (as well as lower coupon and yield and longer time to maturity - all more sensitive to rates)
Determinants of mac duration
Coupon - higher = lower duration
Time to maturity - higher = higher duration
Yield - higher = lower duration
How to calculate Macauly duration
Value each CF using YTM as discount rate
x each value by the period and sum
MD = Sum of PV x period /price
Modified duration
= - Mac duration / (1+ yield)
Gives approx for how much bond’s price will move for 1% change in yield
-ve value since price has inverse relationship with rates
only an approximation due to convexity because mod duration implies linear price yield relationship
IRR
Uses and limitations
R1 = lower rate
R2 = higher rate
N1 = NPV with R1
N2 = NPV with R2
Calc N1 and N2
N2 should be neg
Use interpolation formula
IRR = discount rate that makes NPV of future cash flows = 0
is annual growth rate investment is expected to generate
-useful for comparing projects - choose one with higher IRR
- should choose investment with higher NPV @relevant cost of capital
- negative cFs result in multiple IRRs
- assumes all CFs invested @ IRR rate
Meaning of cost of capital
= min return necessary to justify undertaking project
Convexity
actual relationship isnt linear - increases in yields results in prices dropping at reducing rate - but relationship is actually convex
mod dur - will overstate fall in price and understate rise
longer maturity = higher convexity
lower coupon = higher convexity
lower yield = higher convexity
if same mod duration - higher coup = greater convexity
Convexity = (Total convexity calculation / bond price) / coupon frequency²
Formula for convexity adjustment = 0.5 x Convexity x Yield change² x Bond Price
Gordon’s growth model
Values shares based on NPV of future dividends
Purchasers of a share are discounting the expected future growth in
earnings and dividends
PROBLEM - what is comp doesnt pay out divi because it is reinvesting profits into future growth?
- investors will tolerate this more with younger, higher growth comps than with mature
For pref shares: P/r (r and g are in decimals)
Bene and drawbacks of discount model
BENE
- simple and easy to understand and apply
- focuses on most visible form of returns to SH (divi)
- relies on only a few parameters
DRAWBACKS
- doesnt deal well when req rate of return is lower than divi growth
- canr value firms who dont pay divi
- narrow range of parameters, may not capture firm value
Complicated Gordon’s growth
£1 divi last year
Grows @ 10% for 3 years
Then 4% constant after that
9% req rate of return
Value each CF like a bond
Last CF = Grow divi by perp growth rate for numerator
Denominator = (r-g) x 1.09^3 as in 3y time