IBSL Intermediate in Applied Banking and Finance (IABF) Exam study materials
IBSL Intermediate in Applied Banking and Finance (IABF) Exam study resources

IBSL Intermediate in Applied Banking and Finance (IABF) Exam cheat sheet

IBSL Intermediate in Applied Banking and Finance (IABF) Exam · Keep the key ideas within reach.

Quick reference

Banking Operations and Applied Banking Practice

  • Payment systems: RTGS settles high-value, irrevocable, same-day interbank payments individually; ACH/batch systems net and settle lower-value, higher-volume payments.

  • KYC/CDD: identity verification, beneficial ownership identification, and risk rating precede account opening; enhanced due diligence applies to PEPs and high-risk jurisdictions.

  • Nostro account = our account held at a correspondent bank in their currency; vostro account = a correspondent's account held with us.

  • Loan loss provisioning: expected credit loss = PD x LGD x EAD, discounted over the exposure's lifetime for non-credit-impaired assets.

  • Capital adequacy (Basel III): CET1 minimum 4.5%, Tier 1 minimum 6%, total capital minimum 8% of risk-weighted assets, plus capital conservation buffer 2.5%.

  • Liquidity ratios (Basel III): LCR = high-quality liquid assets / net cash outflows over 30 days, minimum 100%; NSFR = available stable funding / required stable funding, minimum 100%.

  • Double-entry ledger rule: every transaction debits one account and credits another by equal amounts; assets = liabilities + equity must hold after each posting.

  • Reconciliation control: the difference between internal ledger balance and external statement must equal the sum of items in transit (deposits, withdrawals, charges).

  • Operational risk event categories: internal fraud, external fraud, employment practices, clients/products/business practices, damage to physical assets, business disruption, execution/delivery/process management.

Quick reference

Applied Banking and Finance Knowledge (IABF Revision)

  • Time value: FV = PV(1+r)^n; PV = FV/(1+r)^n; for m compounding periods per year use r/m and n*m periods.

  • Annuity present value (ordinary): PV = PMT x [1 - (1+r)^-n]/r; annuity due multiplies this by (1+r).

  • Bond price = sum of coupon/(1+y)^t plus face/(1+y)^n; price and yield move inversely, with longer duration giving greater price sensitivity.

  • Duration approximates price change: %change in price ≈ -modified duration x change in yield; modified duration = Macaulay duration/(1+y).

  • CAPM: required return = risk-free rate + beta x (market return - risk-free rate); beta measures systematic, not diversifiable, risk.

  • NPV rule: accept a project if NPV > 0 at the cost of capital; IRR is the discount rate making NPV zero, and IRR can mislead when comparing scale or non-conventional cash flows.

  • Interest rate parity: forward premium/discount ≈ interest rate differential; covered parity links spot, forward, and the two risk-free rates.

  • Money multiplier = 1/reserve requirement ratio (simple model); central banks set policy rates and reserve requirements to influence credit creation.

  • Real return ≈ nominal return - inflation (Fisher approximation); exact: (1+nominal) = (1+real)(1+inflation).