JAIIB AFM Formulas & Numericals: Complete Master Sheet 2026
Blog Super Admin 205 views

JAIIB AFM Formulas & Numericals: Complete Master Sheet 2026

Every formula, ratio, and numerical method you need for JAIIB AFM Paper 3 — with worked examples, memory tricks, and a printable cheat sheet.


🔢 AFM Paper 3 — Complete Formula Guide

JAIIB AFM Formulas & Numericals:
The Complete Master Sheet 2026

Every formula, ratio, and calculation method you need for JAIIB Paper 3 — with worked examples, module-wise organisation, and proven exam tips.

Updated: April 1, 2026 18 min read IIBF · JAIIB AFM 2026
4Modules
100Questions
65-70%From Modules A & C
25+Key Formulas
NilNegative Marking

Why AFM Is Different from Every Other JAIIB Paper

AFM — Accounting & Financial Management for Bankers — is the only JAIIB paper you cannot prepare by reading alone. Every other paper rewards memorisation and conceptual understanding. AFM rewards daily numerical practice. The candidates who score 65+ in AFM are not the ones who read the IIBF textbook most carefully — they are the ones who solved the most practice problems and built muscle memory around every formula.

The good news: once you crack the formula logic, AFM becomes highly predictable. The same numerical patterns repeat across exam cycles. This master sheet gives you every formula organised by module, with worked examples for the most frequently tested calculations.

🧠
The Golden Rule for AFM

Create a dedicated formula notebook. Add every formula as you encounter it. Review it daily. Attempt at least 10 numericals per day from Day 51 of your preparation. There is no shortcut — but there is a system.

AFM 2026 — Module Structure at a Glance

Understanding which modules carry the most weight is your first strategic decision. Modules A and C together account for approximately 65–70% of all questions in the AFM paper — begin with these two before touching B or D.

Module A Accounting Principles & Processes Double entry, journal entries, ledger, trial balance, final accounts, depreciation, inventory valuation ⭐ ~35% weightage
Module B Financial Statements & Core Banking Bank balance sheets, P&L, NPA provisioning, capital adequacy (Basel III), schedule format ~15% weightage
Module C Financial Management Time value of money, capital budgeting, WACC, ratio analysis, working capital, YTM, EMI ⭐ ~35% weightage
Module D Taxation & Costing Income tax slabs, TDS, GST basics, marginal costing, break-even analysis, cost classification ~15% weightage

Module A — Accounting Formulas & Concepts

Depreciation Methods (Most Repeated)

Straight Line Method (SLM) Annual Depreciation = (Cost of Asset − Residual Value) ÷ Useful Life
Depreciation Rate (SLM) = (Annual Depreciation ÷ Cost) × 100
📝 Worked Example: Asset cost ₹1,00,000 | Residual value ₹10,000 | Life 10 years
Annual Depreciation = (1,00,000 − 10,000) ÷ 10 = ₹9,000 per year
Written Down Value Method (WDV) Depreciation (Year n) = Opening Book Value × Rate ÷ 100
WDV Rate ≈ SLM Rate × 2 | Each year depreciation reduces as book value falls
📝 Worked Example: Asset ₹1,00,000 | WDV Rate 20%
Year 1: ₹1,00,000 × 20% = ₹20,000 | Book Value = ₹80,000
Year 2: ₹80,000 × 20% = ₹16,000 | Book Value = ₹64,000

Inventory Valuation

MethodLogicEffect on Profit (Rising Prices)Exam Tip
FIFOOldest stock sold firstHigher closing stock → Higher profitMost common in exam questions
LIFONewest stock sold firstLower closing stock → Lower profitNot permitted under Ind AS
Weighted AverageAverage cost of all unitsModerate profitMost used in Indian banking practice
Weighted Average Cost WAC per unit = Total Cost of Goods Available ÷ Total Units Available
COGS = Units Sold × WAC per unit | Closing Stock = Remaining Units × WAC per unit

Key Accounting Equations

FormulaExpression
Accounting EquationAssets = Liabilities + Capital (Owner's Equity)
Gross ProfitNet Sales − Cost of Goods Sold (COGS)
Net ProfitGross Profit − Operating Expenses − Tax
Cost of Goods SoldOpening Stock + Purchases − Closing Stock
Working CapitalCurrent Assets − Current Liabilities
Retained EarningsOpening Retained Earnings + Net Income − Dividends

Module B — Financial Statements & Banking Concepts

Module B bridges accounting with banking-specific reporting. The key areas are bank balance sheet formats, NPA classification and provisioning norms, and the Basel III capital adequacy framework.

NPA Provisioning Norms (Highly Exam-Relevant)

Asset CategorySub-CategoryProvisioning Rate
Standard Assets0.25% – 1% (sector-specific)
Sub-StandardSecured15%
Sub-StandardUnsecured (Infrastructure)20%
Sub-StandardUnsecured (Others)25%
DoubtfulUp to 1 year25% secured + 100% unsecured
Doubtful1–3 years / 3+ years40% / 100% secured + 100% unsecured
Loss Assets100%
Capital Adequacy Ratio (CRAR) — Basel III CRAR = (Tier I Capital + Tier II Capital) ÷ Risk-Weighted Assets × 100
Minimum CRAR under Basel III in India: 9% | Minimum Tier I: 7% | CET1: 5.5%
📝 Exam Fact: India requires a minimum CRAR of 9% (RBI norm), compared to the Basel III global minimum of 8%.

Module C — Financial Management Formulas (The Core)

Module C is the numerical heart of AFM. Master these formulas and you unlock 35% of your total paper marks. Practise each one with at least five solved examples before your exam date.

Time Value of Money

Simple Interest SI = P × R × T ÷ 100
P = Principal | R = Rate % per annum | T = Time in years | Amount = P + SI
📝 Example: P = ₹50,000 | R = 8% | T = 3 years
SI = 50,000 × 8 × 3 ÷ 100 = ₹12,000 | Amount = ₹62,000
Compound Interest A = P × (1 + R/n)^(n×T)
CI = A − P | R = annual rate (decimal) | n = compounding frequency per year | T = years
📝 Example: P = ₹1,00,000 | R = 10% annually | T = 2 years
A = 1,00,000 × (1.10)² = ₹1,21,000 | CI = ₹21,000
EMI Formula (Equal Monthly Instalment) EMI = P × r × (1+r)^n ÷ [(1+r)^n − 1]
P = Loan Principal | r = Monthly interest rate (Annual Rate ÷ 12 ÷ 100) | n = Number of monthly instalments
📝 Exam Approach: EMI values are typically given in tables in MCQs. Know the formula structure and the key relationship: higher interest rate or shorter tenure leads to higher EMI.

Capital Budgeting Methods

Net Present Value (NPV) NPV = Σ [Cash Flow(t) ÷ (1+r)^t] − Initial Investment
Accept project if NPV > 0 | r = discount rate | t = time period
📝 Decision Rule: NPV > 0 → Accept | NPV < 0 → Reject | NPV = 0 → Indifferent
Payback Period Payback Period = Initial Investment ÷ Annual Cash Inflow
For uneven cash flows: cumulate inflows until they equal initial investment. Limitation: ignores time value of money.
Internal Rate of Return (IRR) IRR = Lower Rate + [NPV at Lower Rate ÷ (NPV at Lower Rate − NPV at Higher Rate)] × (Higher Rate − Lower Rate)
Accept project if IRR > Cost of Capital (Hurdle Rate)
📝 Method: Found by trial and error or interpolation between two discount rates that straddle NPV = 0.

Cost of Capital & WACC

Weighted Average Cost of Capital (WACC) WACC = (E/V × Ke) + (D/V × Kd × (1−Tax))
E = Market value of equity | D = Market value of debt | V = E + D | Ke = Cost of equity | Kd = Cost of debt
📝 Memory Hook: WACC = weighted blend of what the firm pays equity holders and debt holders, after accounting for the tax shield on debt interest.
Yield to Maturity (YTM) — Approximate Formula YTM ≈ [Annual Coupon + (Face Value − Market Price) ÷ n] ÷ [(Face Value + Market Price) ÷ 2]
n = years to maturity | Discount bond: YTM > Coupon Rate | Premium bond: YTM < Coupon Rate
📝 Key Relationship: Bond price and YTM move in opposite directions. This inverse relationship is a guaranteed MCQ topic in every JAIIB AFM cycle.

Ratio Analysis — Complete Reference Table

RatioFormulaHealthy Benchmark
Current RatioCurrent Assets ÷ Current Liabilities2:1 (ideal)
Quick Ratio (Acid Test)(Current Assets − Inventory) ÷ Current Liabilities1:1
Debt-to-Equity RatioTotal Debt ÷ Shareholders' EquityLower is better
Return on Assets (ROA)Net Profit ÷ Total Assets × 100Higher is better
Return on Equity (ROE)Net Profit ÷ Shareholders' Equity × 100Higher is better
Gross Profit MarginGross Profit ÷ Net Sales × 100Industry dependent
Net Profit MarginNet Profit ÷ Net Sales × 100Higher is better
Inventory TurnoverCOGS ÷ Average InventoryHigher = faster moving
Debtors TurnoverNet Credit Sales ÷ Average DebtorsHigher = faster collection
Interest CoverageEBIT ÷ Interest Expense> 1.5x (safe)

Module D — Taxation & Costing Key Formulas

Break-Even Analysis

Break-Even Point (BEP) BEP (Units) = Fixed Costs ÷ Contribution per Unit
Contribution per Unit = Selling Price − Variable Cost per Unit | BEP (₹) = Fixed Costs ÷ P/V Ratio
📝 Example: Fixed Costs ₹2,00,000 | SP ₹100 | VC ₹60
Contribution = ₹40 | BEP = 2,00,000 ÷ 40 = 5,000 units
Profit/Volume Ratio (P/V Ratio) P/V Ratio = Contribution ÷ Sales × 100
Margin of Safety = Actual Sales − BEP Sales | Margin of Safety % = Margin of Safety ÷ Actual Sales × 100

TDS Quick Reference

Payment TypeSectionTDS RateThreshold
Interest on FD194A10%> ₹40,000/year (₹50,000 for seniors)
Professional / Technical Fees194J10%> ₹30,000/year
Rent (Land/Building)194I10%> ₹2,40,000/year
Contractor Payments194C1% (individual) / 2% (company)> ₹30,000 single / ₹1,00,000 annual
Dividend19410%> ₹5,000/year

7-Step Numerical Solving Strategy for AFM Exam Day

  1. Read the question twice — identify every given value (P, R, T, n) and exactly what is being asked before selecting a formula.
  2. Select the correct formula category — is it time value, ratio analysis, depreciation, or break-even? Each has its own formula family.
  3. Convert units consistently — always convert annual rate to monthly (÷12) for EMI; to quarterly (÷4) for quarterly compounding.
  4. Attempt every numerical question — there is no negative marking. An educated guess is always better than a blank answer.
  5. Use approximation for MCQs — JAIIB options are usually spaced far apart. Round intermediate calculations to save time without sacrificing accuracy.
  6. Answer theory questions first — stabilise your confidence in the first 20 minutes with definition and concept MCQs, then tackle numericals.
  7. Mark and return — if a numerical takes more than 90 seconds, mark it, move forward, and return at the end with fresh eyes.

AFM Mock Test Strategy: What Toppers Do Differently

  • 🗓️
    Daily Practice from Day 51Solve minimum 10 numericals every day during your AFM preparation phase. Consistency builds speed and accuracy faster than any other method.
  • 📓
    Formula Notebook is Non-NegotiableWrite every formula by hand. The act of writing strengthens recall dramatically compared to just reading or highlighting.
  • 🔄
    Revisit Mistakes DailyKeep an error log. Every wrong numerical answer is a pattern — identify whether you misread data, used the wrong formula, or made an arithmetic error.
  • ⏱️
    Timed Practice SetsFrom 10 days before the exam, solve 25-question numerical sets in 30 minutes under strict timer. Speed matters as much as accuracy in AFM.
  • 📊
    Ratio Pattern RecognitionThe 10 core ratios repeat every exam cycle. Memorise what each ratio measures and what a high vs. low value implies — MCQs test interpretation, not just calculation.
  • 🎯
    Focus on 2-Mark NumericalsThe 25 two-mark questions in AFM are almost entirely numerical. Mastering these alone gives you 50 marks — the entire passing score.

"In AFM, the formula notebook is your sword.
Pick it up every single day — and let it do the work on exam day."

Conclusion: Build Your Formula Muscle

AFM Paper 3 is genuinely achievable for every JAIIB aspirant — it simply requires a different preparation style than the other three papers. The formulas in this master sheet cover every high-frequency numerical pattern tested in JAIIB across the 2023, 2024, and 2025 cycles. Understand the formula logic, work through the example, then practise five to ten similar problems until the steps feel automatic.

Print this master sheet. Pin it at your study desk. Review it every morning during your AFM preparation phase. Cross off each formula once you can solve a related problem without looking at the sheet. By exam day, these calculations will feel as natural as the banking operations you perform every day at work.

Your AFM Action Plan Starts Now

Open your formula notebook today and write down the first five formulas from Module A. Consistent daily practice over 20 days will transform AFM from your most feared paper into your highest-scoring one.

App Icon
Install ClearShorts App
Study offline, anytime