Financial Strategy

Financial strategy translates corporate strategy into financial decisions and objectives.

Primary financial objectives:

1. Shareholder wealth maximisation:

• Traditional finance theory: maximise share price = present value of future cash flows
• Long-term focus (not short-term EPS)
• Aligns with rational economic theory
• Critique: ignores stakeholder interests; can lead to short-termism

2. Stakeholder approach:

• Balance interests of multiple stakeholders: shareholders, employees, customers, suppliers, communities, environment
• UK Companies Act 2006 s.172: directors' duty to promote success considering long-term consequences, employees, suppliers/customers, community, environment, fair dealings
• ESG integration increasingly mainstream
• Generally not in conflict with long-term shareholder value

Specific financial goals:

• Growth: revenue, EPS, dividends, market cap
• Profitability: ROCE, ROE, margins
• Financing: gearing, cost of capital, dividend cover
• Risk: variance of cash flows, leverage, currency exposure
• Sustainability: cash conversion, FCF generation
• Liquidity: working capital efficiency, financial flexibility

Conflicts between objectives:

• Growth vs profitability: aggressive expansion may compress margins
• Risk vs return: higher returns require higher risk
• Short-term vs long-term: cost cutting boosts current profit but may damage long-term capabilities
• Stakeholder interests can conflict (employee wages vs shareholder dividends)

Strategy-finance alignment:

Financial strategy scope:

1. Investment decisions (which projects to undertake)
2. Financing decisions (how to fund — debt vs equity)
3. Distribution decisions (dividends, buybacks, retention)
4. Risk management (hedging, insurance)
5. Working capital management

Not-for-profit and public sector financial strategy:

• No profit maximisation; instead value for money (VfM) — economy, efficiency, effectiveness (3Es)
• Stakeholder focus: service users, taxpayers, government
• Funding sources: government, donations, fees, grants
• Performance metrics: outcomes, not financial returns

Advanced NPV analysis incorporates real-world complexities: tax, inflation, working capital, capital allowances, project lives.

1. RELEVANT CASH FLOWS:

Include:

• Incremental cash inflows (sales, by-product revenue)
• Incremental cash outflows (operating costs, maintenance)
• Tax cash flows (tax saved on capital allowances; tax paid on profits; timing)
• Working capital changes (initial investment + recovery at end)
• Project-end cash flows (terminal value, scrap value, decommissioning)
• Opportunity costs (e.g., land that could be sold)

Exclude:

• Sunk costs (already incurred — irrelevant)
• Allocated overheads (already incurred regardless of project)
• Financing cash flows (interest, principal — captured in discount rate)
• Depreciation (not a cash flow; only tax effect via capital allowances)

2. TAX EFFECTS:

Tax on operating profits:

• Taxable profit = Cash flow + Capital allowances back-out (no — wait, let me re-explain)
• Actually: TAXABLE PROFIT = Revenue − Tax-deductible expenses − Capital allowances
• Tax = Taxable profit × tax rate
• Add back capital allowances (non-cash) when computing cash flow available

Capital allowances (UK):

• Annual Investment Allowance (AIA): 100% on first £1m (current threshold)
• Writing Down Allowance (WDA): 18% reducing balance for main pool; 6% for special rate pool
• Full Expensing (50% / 100% FYAs for plant & machinery for companies)
• Tax savings from capital allowances reduce project cost effectively

Tax timing:

• Companies pay corporation tax 9 months and 1 day after year-end (small companies)
• Large companies (TTP > £1.5m): quarterly instalments — tax paid in same year as profit
• Very large (TTP > £20m): instalments earlier still
• For NPV: assume tax paid one year in arrears unless told otherwise

3. INFLATION:

Two approaches (must be consistent):

1. MONEY (nominal) approach: cash flows include inflation; discount at MONEY rate
2. REAL approach: cash flows in real terms (current prices); discount at REAL rate

Fisher formula linking real and money rates:

(1 + Money rate) = (1 + Real rate) × (1 + Inflation rate)

Therefore: Real rate ≈ Money rate − Inflation rate (for small rates)

More precisely: Real rate = (1 + Money rate) / (1 + Inflation rate) − 1

Different inflation rates by item:

• Different cash flow elements may inflate at different rates (e.g., labour 4%, materials 5%, overheads 3%)
• If different rates: must use MONEY approach with each cash flow separately inflated
• Cannot use single real rate

4. WORKING CAPITAL:

• Initial outlay: working capital invested (cash outflow)
• Increases as project grows (additional outflows in subsequent years)
• RECOVERED at end of project (cash inflow)
• WC changes are CASH FLOWS — must include in NPV
• Often ignored in simple examples but significant in real projects

Worked example — comprehensive NPV:

Company evaluating new equipment £1m, 5-year life, scrap £100k. Annual revenue £400k (year 1, growing 3% pa). Annual operating costs £150k (year 1, growing 4% pa). Working capital required: £80k initially, +£10k each year. AIA available 100% in year 1. Corporation tax rate 25%, paid in same year. Cost of capital (money) 12%. Inflation general 3%.

Approach: money (nominal) basis since inflation rates differ.

Year 0:

• Equipment: −£1,000k
• Working capital: −£80k
• Tax saving on AIA: +£250k (£1m × 25%) [if assumed in year 1; otherwise reflected in year 1 cash flow]
• Net Year 0: −£1,080k (or −£830k if AIA tax effect goes in year 1)

Year 1 (operating cash flow):

• Revenue: £400k
• Operating costs: −£150k
• Operating cash flow before tax: £250k
• Less tax (25%): −£62.5k
• Add back tax saving from AIA (if in this year): +£250k
• Working capital change: −£10k
• Net cash flow: £427.5k

Continue similarly for years 2-5, with revenue growing 3%, costs growing 4%, WC increments, tax based on annual profit.

Year 5 (terminal):

• Operating cash flow as before
• Scrap value: +£100k (less tax on disposal — balancing charge)
• Working capital recovery: +£120k (initial £80k + 4 × £10k increments)

NPV = sum of discounted cash flows at 12%. Show table with annual figures.

5. EQUIVALENT ANNUAL COST (EAC):

Used for comparing projects with DIFFERENT LIVES.

Method:

• Calculate NPV of each project
• EAC = NPV × discount factor (annuity factor)
• OR: NPV / Annuity factor for project life
• Compare EAC: project with LOWEST EAC (or HIGHEST equivalent annual benefit) preferred
• Assumes projects can be replicated indefinitely

EAC example:

• Project A: NPV £150k over 5 years, discount rate 10%
• Annuity factor (5yr, 10%) = 3.791
• EAC of A = £150k / 3.791 = £39.6k
• Project B: NPV £200k over 8 years, discount rate 10%
• Annuity factor (8yr, 10%) = 5.335
• EAC of B = £200k / 5.335 = £37.5k
• Although B has higher absolute NPV, A has higher EAC — preferred (better annual return)

6. PERPETUITIES:

• Constant cash flow forever: PV = Cash flow / discount rate
• Growing perpetuity: PV = Cash flow / (r − g) where g is growth rate
• Used for terminal value in DCF; brand valuations; specific projects with indefinite life

Real options analysis applies financial option valuation techniques to real (physical) investments, capturing the VALUE OF FLEXIBILITY in capital projects.

The key insight:

• Traditional NPV assumes once-and-for-all decision now
• BUT: many projects offer FLEXIBILITY — decisions can be made later as uncertainty resolves
• This flexibility has VALUE — like an option to act if circumstances favourable
• Traditional NPV understates value of flexible projects

Common real options:

1. OPTION TO DELAY (deferral option):

• Right to undertake a project later if conditions favourable
• Useful when uncertainty about market, costs, or technology
• Example: oil company holding undeveloped reserves; develop only if oil price stays high
• Like a CALL OPTION on the asset

2. OPTION TO EXPAND:

• Initial investment provides capability for FUTURE EXPANSION
• Expand only if first phase successful
• Example: pilot plant; if successful, expand to full scale
• Like a CALL OPTION on the expansion

3. OPTION TO ABANDON:

• Right to stop project if it's underperforming
• Recover salvage value
• Example: mining project; abandon if commodity prices crash
• Like a PUT OPTION (sell the project at salvage value)

4. OPTION TO SWITCH:

• Flexibility to switch inputs, outputs, or production location
• Example: dual-fuel plant (gas or oil) — switch based on price
• Multi-product flexibility

5. GROWTH OPTIONS:

• Initial investment creates platform for future opportunities
• Example: R&D investment; market entry; technology platform
• Strategic value beyond direct cash flows

Real option valuation approaches:

1. Decision tree analysis (intuitive):

• Map possible scenarios with probabilities
• Identify decision points (where flexibility can be exercised)
• Calculate expected NPV with optimal decisions
• Comparison with NO-FLEXIBILITY baseline = option value

2. Black-Scholes (financial option model adapted):

• Inputs:
  • S = current value of underlying asset (project value without option)
  • K = exercise price (cost of taking action)
  • T = time to expiry (when option must be exercised)
  • σ (sigma) = volatility of underlying value
  • r = risk-free rate
• Output: option value
• Higher volatility → higher option value (more potential upside)
• Longer time → higher option value (more time for favourable outcome)

3. Binomial model:

• Discrete-time model — value moves up or down each period
• Simpler conceptually than Black-Scholes
• Build "tree" of values; work backwards from end
• At each node: value of exercising vs continuing — take maximum

Worked example — option to abandon:

Project requires £10m initial investment. Year 1 cash flow uncertain: 60% probability £8m; 40% probability £2m. If cash flow low, can ABANDON for £4m salvage. Year 2 onwards: cash flow continues at year 1 rate forever (perpetuity). Discount rate 10%.

Without flexibility (traditional NPV):

• Expected year 1 cash flow: 60% × £8m + 40% × £2m = £5.6m
• Project NPV (perpetuity): −£10m + £5.6m / 10% = −£10m + £56m = £46m
• Wait — this shows already positive without flexibility

With flexibility (option to abandon):

• HIGH scenario (60%): continue. NPV at end year 1 = £8m + £8m/10% = £88m
• LOW scenario (40%): abandon → receive £4m salvage. Better than continuing at £2m + £2m/10% = £22m
• Wait — abandoning at £4m vs continuing for £22m... continuing better. Adjust example.

Better example: Year 1 cash flow 60% probability £5m; 40% probability £0m. Salvage £6m if abandon.

• WITHOUT abandonment: Expected year 1 = 60%×£5m + 40%×£0 = £3m
• NPV = −£10m + £3m/10% = £20m
• WITH abandonment option: low scenario, abandon for £6m salvage instead of £0/10% = £0 perpetuity
• Expected NPV: 60% × (−£10m + £5m/10%) + 40% × (−£10m + £6m discounted) = 60% × £40m + 40% × (−£10m + £6m/1.1) = £24m + 40% × (−£4.5m) = £24m − £1.8m = £22.2m
• Option value: £22.2m − £20m = £2.2m

When are real options most valuable?

• HIGH UNCERTAINTY about future
• FLEXIBILITY built into project
• LONG time before commitments must be made
• HIGH VOLATILITY of underlying value
• INFORMATION will arrive over time

Strategic implications:

• Phase investments to retain flexibility
• Build option value into project design
• Don't exercise too early (lose option value)
• Pilot studies often justify themselves through option value
• Modular, scalable designs preferred where uncertainty high

Limitations of real options:

• Difficulty estimating volatility (no market for project values)
• Assumptions of financial option models may not hold
• Subjective judgement in identifying options
• Risk of "double-counting" with NPV (some flexibility already in NPV expected values)
• Complex to communicate to non-finance stakeholders

Capital structure refers to the mix of DEBT and EQUITY financing the firm. Theory has evolved significantly.

Modigliani-Miller (M&M) Proposition I — without taxes:

• In perfect capital markets (no taxes, transaction costs, bankruptcy): VALUE OF FIRM IS INDEPENDENT OF CAPITAL STRUCTURE
• VL = VU (value of levered firm = value of unlevered firm)
• Why? Investors can replicate any capital structure through "homemade leverage"
• WACC is constant regardless of gearing
• As gearing rises, cost of equity rises proportionately, offsetting cheaper debt

M&M Proposition II — without taxes:

Cost of equity rises with gearing:

Ke = Keu + (Keu − Kd) × (D/E)

Where:

• Keu = cost of equity for ungeared firm
• Ke = cost of equity for geared firm
• Kd = cost of debt
• D/E = debt-to-equity ratio

M&M with corporation tax:

• Interest is TAX DEDUCTIBLE — debt creates tax shield
• VL = VU + PV(tax shield) = VU + DT (where T is tax rate)
• Maximising debt MAXIMISES firm value (under M&M with tax)
• Cost of equity still rises with gearing but slower (tax benefit)
• WACC FALLS as gearing rises (debt cheaper after tax)
• Implication: 100% debt optimal — but unrealistic

Beyond M&M — real-world considerations:

Trade-off theory:

• Optimal capital structure trades off:
  • BENEFIT of tax shield (favours debt)
  • COST of financial distress (disfavours debt at high gearing)
• Optimal point: marginal benefit = marginal cost
• Firm-specific optimal point depending on:
  • Tax position (companies with losses don't benefit from tax shield)
  • Volatility of cash flows (more volatile = lower optimal gearing)
  • Asset tangibility (more tangible = higher debt capacity)
  • Industry norms

Pecking order theory (Myers):

• Companies have FUNDING HIERARCHY:
  1. Internal funding (retained earnings) FIRST — no information asymmetry
  2. Debt SECOND — limited information sensitivity
  3. External equity LAST — most information sensitive (signals overvaluation)
• Implication: capital structure RESULTS from financing decisions, not deliberately targeted
• Profitable companies tend to have LOWER gearing (don't need external financing)
• Loss-making/growth companies have HIGHER gearing (used external financing)

Traditional view of gearing:

• U-shaped WACC curve
• At low gearing: cost of debt is cheap; WACC falls
• At high gearing: financial distress costs raise debt and equity costs; WACC rises
• Optimal gearing: minimum WACC point
• Pre-M&M view; intuitive and influential in practice

Financial slack and flexibility:

• Maintaining DEBT CAPACITY for unexpected opportunities (acquisitions, recessions)
• Cash reserves provide flexibility
• Trade-off: cash earns less than capital cost; reserves drag returns
• Companies expecting acquisitions may keep low gearing

Costs of financial distress:

• Direct: legal, administrative, accounting costs of bankruptcy
• Indirect: lost business; supplier and customer concerns; talent loss; opportunity cost; covenant violations
• Industries with high distress costs: airlines, hotels (asset specificity); tech (talent intensive)
• Industries with low: utilities, real estate (asset transferability)

Practical capital structure decisions:

• Most large companies aim for INVESTMENT GRADE rating (BBB- or higher)
• Provides reliable access to capital markets at favourable rates
• Implies leverage typically below 3x net debt/EBITDA
• Industry-specific norms — utilities can be higher; tech typically lower
• Adjustment to target gearing typically gradual

Asset beta and equity beta:

For projects changing gearing, need to UNGEAR and RE-GEAR betas:

• Equity beta (βe): measure of systematic risk to shareholders (includes financial risk)
• Asset beta (βa): business risk only (independent of capital structure)
• Ungearing: βa = βe / (1 + (1−T) × D/E)
• Re-gearing: βe = βa × (1 + (1−T) × D/E)
• Used for project appraisal when project gearing differs from firm gearing

Adjusted Present Value (APV) separates the value of a project into its operating value (as if all-equity financed) and the value of the financing decisions.

APV formula:

APV = Base case NPV + PV of financing side effects

Where:

• Base case NPV: NPV using ungeared cost of equity (Keu) — as if 100% equity financed
• PV of financing side effects: tax shields, issue costs, subsidised loans, etc.

When to use APV (vs traditional WACC NPV):

• Project gearing CHANGES OVER TIME (e.g., debt repaid down)
• Project gearing DIFFERS from firm's gearing
• Project has SPECIFIC FINANCING (e.g., subsidised loan, government grant)
• LBOs (leveraged buyouts) where capital structure complex
• Cross-border investments with different tax rates

Limitations of WACC for these scenarios:

• WACC assumes constant capital structure
• If gearing changes, WACC changes — complex to apply
• WACC mixes operating and financing decisions in one number

APV calculation steps:

1. Calculate base case NPV:

• Project operating cash flows after tax (excluding financing effects)
• Discount at UNGEARED COST OF EQUITY (Keu)
• Find Keu using ungeared beta and CAPM

2. Calculate PV of financing side effects:

(a) Tax shield from debt:

• Annual tax shield = Interest expense × Tax rate
• If debt level constant (perpetual): PV of tax shield = D × T (instant value)
• If debt amortising: discount each year's tax shield at Kd
• Conservative: discount at risk of debt (Kd) — assumes tax shield as risky as the debt
• Aggressive: discount at risk-free rate — tax shield very secure

(b) Issue costs:

• Costs of raising debt or equity (legal, underwriting, advisory)
• Reduce APV — typically as upfront cash outflow

(c) Subsidised loans:

• If government/industry provides loan at below-market rate: subsidy is value
• PV of subsidy = (Market rate − subsidy rate) × debt × periods × discount factor

(d) Other financing benefits:

• Government grants (related to financing)
• Tax credits
• Currency mismatches if financing in different currency

Worked example — APV:

Project requires £10m investment; expected to generate £2m annual cash flow forever. Will be partly financed with £4m debt at 6% interest. Tax rate 25%. Ungeared cost of equity 10%. Cost of debt 6%. Issue costs £200k.

Step 1: Base case NPV (all-equity financing)

• Annual cash flow: £2m perpetuity
• PV at Keu 10%: £2m / 0.10 = £20m
• Investment: −£10m
• Base case NPV: £20m − £10m = £10m

Step 2: PV of tax shield

• Annual interest: £4m × 6% = £240k
• Annual tax shield: £240k × 25% = £60k
• PV at Kd 6% (perpetuity): £60k / 0.06 = £1m

Step 3: Issue costs

• Upfront: −£200k

APV = £10m + £1m − £200k = £10.8m

Comparison: traditional WACC approach

If we instead used WACC: WACC = (E/V × Ke) + (D/V × Kd × (1−T))

Project gearing: D=4, E=6, V=10. WACC ≈ (60% × Ke) + (40% × 6% × 0.75)

Need Ke based on geared structure — re-gearing required → complex calculation

APV avoids this iterative complexity

APV advantages:

• Separates operating and financing decisions clearly
• Each financing effect valued separately and explicitly
• Handles changing capital structure
• Transparent: source of value visible
• Better for complex financing structures

APV limitations:

• Requires identification of all financing effects
• Choice of discount rate for tax shield debated
• Less commonly understood than WACC by some practitioners
• Effort required to estimate Keu (ungeared cost of equity)

Application context:

• Increasingly used for complex M&A analysis (LBOs, leveraged transactions)
• Project finance with non-recourse debt
• Real estate finance
• Cross-border investments with different tax regimes
• Privatisations and IPOs

Dividend policy determines how earnings are distributed to shareholders vs retained.

1. M&M Dividend Irrelevance Theory:

• In perfect capital markets, DIVIDEND POLICY DOES NOT AFFECT FIRM VALUE
• Why: investors can create their own "homemade dividends" by selling shares; or reinvest dividends
• Total return = dividend yield + capital gain — substitutable
• Implication: focus on investment decisions, not dividend policy

2. SIGNALLING theory:

• Dividends carry INFORMATION about management's expectations
• Increase in dividend = signal of confidence about future cash flows
• Cut in dividend = signal of trouble (often punished by share price falls)
• Hence: managers reluctant to cut dividends (Lintner's observation)
• Sticky dividends — increase only when sustainable
• Special dividends used when sustainability uncertain

3. CLIENTELE effect:

• Different investors prefer different dividend policies
• Income-seeking investors (retirees, pension funds): high dividends
• Growth-seeking investors: prefer retention and capital gains (often more tax-efficient)
• Companies attract a "clientele" matching their policy
• Changing policy triggers clientele changes (turnover; share price disruption)

4. AGENCY costs:

• Without dividends: cash piles up; managers may use for empire-building (low-return acquisitions)
• Dividends DISCIPLINE management: forces them to seek external capital for new projects (subject to scrutiny)
• High dividends in mature companies reduce agency costs
• BUT also reduce financial flexibility

5. RESIDUAL theory:

• Pay dividend ONLY from cash leftover after profitable investment
• Dividend = Profit − Investment financed from internal sources (using target debt ratio)
• Logical but causes volatile dividends
• Conflicts with smooth dividend desire

Practical dividend policies:

(a) Stable / smoothed dividend:

• Maintain or gradually increase dividend per share
• Don't cut except in extreme circumstances
• Most common policy among mature companies
• Reflects signalling theory

(b) Constant payout ratio:

• Dividend = fixed % of earnings (e.g., 50%)
• Dividend varies with earnings — volatility
• Less common in practice (signalling concerns)

(c) Low base + special dividends:

• Low regular dividend (sustainable)
• Special dividends in good years
• Avoids commitment problem
• Common in cyclical/extractive industries

(d) No dividend (growth retention):

• All profits retained for growth investment
• Common in early-stage tech and growth companies
• Examples: Amazon (no dividend until 2025); Berkshire Hathaway (no dividend)
• Implies high-return reinvestment opportunities

SHARE BUYBACKS:

• ALTERNATIVE to dividends — return capital to shareholders
• Mechanics: company buys back own shares; cancels them or holds as treasury
• Effect: share count reduced; EPS rises (mechanical); shareholders' percentage holding increases

Buybacks vs dividends — key differences:

Concerns about buybacks:

• Boost EPS without underlying performance improvement
• Can be used to support share-based compensation valuations
• Sometimes funded by debt — raises gearing
• Timing often poor (companies tend to buy back at high prices)
• Some criticism: extracting value rather than investing

Dividend policy decision framework:

1. Investment opportunities — high-return projects available?
2. Cash generation — sustainable FCF profile?
3. Capital structure — appropriate gearing maintained?
4. Investor preferences — clientele expectations?
5. Signalling considerations — message to market
6. Tax considerations — efficiency for shareholders
7. Regulatory/legal — distributable profits, covenants
8. Industry norms — peer comparison

UK considerations:

• Dividends only payable from DISTRIBUTABLE PROFITS (Companies Act 2006)
• Distributable profits = accumulated realised profits less accumulated realised losses
• Buybacks subject to specific procedures (Companies Act 2006 Part 18)
• Listed companies: progressive dividend policy expected by many investors

Treasury management covers the management of an organisation's liquidity, financial risks, banking relationships, and capital. Critical for medium and large companies.

Treasury function objectives:

1. Ensure SUFFICIENT LIQUIDITY for operations and obligations
2. Optimise FUNDING COSTS
3. Manage FINANCIAL RISKS (interest, currency, credit)
4. MAXIMISE RETURNS on cash within risk tolerance
5. Maintain BANKING RELATIONSHIPS
6. Comply with DEBT COVENANTS and regulations

Liquidity management:

• Cash flow forecasting (short-, medium-, long-term)
• Working capital management (aligned with operations)
• Cash pooling: physical (cash actually moves) or notional (no cash movement; just netting)
• Investment of surplus cash:
  • Bank deposits (overnight, term)
  • Money market funds
  • Treasury bills
  • Commercial paper
  • Repurchase agreements
• Credit lines (committed and uncommitted facilities)

Financial risk management — covered in dedicated topics; key principles:

• Identify exposures (transaction, translation, economic)
• Measure exposures (sensitivity, scenario analysis)
• Decide risk appetite
• Choose hedging strategy (natural hedges first; derivatives if needed)
• Monitor and report

Cash management techniques:

Baumol Model (deterministic):

• Optimal transfer size from interest-earning to operating account
• Optimal Q = √(2 × Annual demand × Transfer cost / Interest rate)
• Similar to EOQ in inventory management
• Assumes constant cash usage — limited applicability

Miller-Orr Model (stochastic):

• For uncertain cash flows
• Set upper and lower limits
• If cash hits upper limit: invest excess
• If cash hits lower limit: liquidate investments
• Spread (Z) = 3 × ∛(3T × σ² / (4i))
• Where T = transaction cost, σ² = variance of daily cash flows, i = interest rate
• More realistic but more complex

Banking relationships:

• Selection criteria: range of services, geographic coverage, technology, pricing, relationship
• Number of banks: balance between diversification and complexity
• Relationship banking: ongoing relationship with key banks
• RFP process for major services
• Annual reviews of bank performance

Debt management:

• Diversification of funding sources (banks, bonds, private placements, leasing)
• Maturity laddering (avoid concentration of maturities)
• Currency matching (debt in same currency as assets/cash flows)
• Fixed vs floating rate mix (managed via swaps)
• Covenant management (avoid breach; renegotiate proactively)
• Refinancing planning (well in advance of maturity)

CENTRALISED vs DECENTRALISED treasury:

Most large multinational groups use HYBRID approach:

• Central treasury: strategy; group financing; hedging policy; major banking relationships
• Local: working capital; payables/receivables; local banking
• Internal "bank" structure: subsidiaries deal with central treasury

Treasury policies:

Documented policies to control treasury activities:

• Counterparty risk limits (which banks; maximum exposure)
• Investment criteria (rating thresholds; maturities; instruments)
• Borrowing limits (maximum gearing; counterparty diversification)
• Hedging policy (target hedge ratios; allowed instruments)
• Authorisations (who can transact; sign-off levels)
• Reporting (regular reports to board, audit committee)

Treasury technology:

• Treasury Management Systems (TMS): consolidated transaction management; cash forecasting; risk monitoring
• Bank connectivity: SWIFT, host-to-host integration
• Reporting and analytics
• Cybersecurity critical (treasury holds liquid assets)

Current issues in treasury (2020s):

• LIBOR replacement (SONIA in UK; SOFR in US) — completed 2023
• Real-time payments increasing
• Cyber security threats (CEO fraud, ransomware on treasury)
• ESG-linked financing (sustainability-linked loans, green bonds)
• Geopolitical risk (sanctions, currency controls)
• Increased regulatory scrutiny (banks' KYC; Customer Due Diligence)
• Inflation and interest rate management (post-2022 environment)

Treasury's strategic role:

• Beyond execution — partner to strategy
• Capital structure recommendations
• M&A financing
• Working capital optimisation
• Risk management aligned with risk appetite
• Connection between operations and capital markets