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ABM + ABFM + Credit — ABFM Module B/C & Credit Management Module C — Project Finance & Term Loan Appraisal Weightage: 10 to 15 Marks (High-Frequency Numerical Set) 16 mins study
Project Finance: DSCR, FACR, IRR & Breakeven
ABM + ABFM + Credit (ABFM Module B/C & Credit Management Module C — Project Finance & Term Loan Appraisal) — 3 Solved Case Sets & Interactive Calculator
Master every Term Loan & Infrastructure Project Finance calculation tested in CAIIB: Gross DSCR formula (adding back Depreciation + Interest on Term Loan to PAT), why Tax is never added back to the DSCR numerator, Fixed Asset Coverage Ratio (FACR), Debt-Equity Ratio, and Breakeven Capacity Utilization.
Switch CAIIB Workbook: Working Capital Project Finance Basel III Forex Arithmetic ALM & Treasury NPA IRAC Provisioning, PCR, Ind AS 109 ECL & Haircuts
All 6 Workbooks Step 1: Formula & Regulatory Cheat Sheet
Practice Dynamic ABM + ABFM + Credit Case Studies Core Formulas, RBI Benchmarks & Examiner Traps
| Concept / Metric | Exact Mathematical Formula | RBI Regulatory Norm / Benchmark | Common IIBF Examiner Trap |
|---|---|---|---|
| Gross Debt Service Coverage Ratio (DSCR) | Gross DSCR = (PAT + Depreciation/Non-Cash Charges + Interest on Term Loan) / (Interest on Term Loan + Annual Principal Installment) | Acceptable Benchmark: 1.50x to 2.00x (Minimum single-year DSCR ≥ 1.25x) | NEVER add back Income Tax or Working Capital Cash Credit Interest to the numerator of Term Loan DSCR! Tax is an actual cash outflow. |
| Net DSCR | Net DSCR = (PAT + Depreciation) / Annual Principal Installment | Measures ability of net post-interest cash accruals to repay principal alone | Notice that Interest on Term Loan is excluded from both numerator and denominator in Net DSCR. |
| Fixed Asset Coverage Ratio (FACR) | FACR = Net Fixed Assets (Gross Block - Accumulated Depreciation) / Outstanding Term Debt | Standard Bank Benchmark: Minimum 1.33x to 1.50x (corresponding to 25%–33% security margin) | Exclude intangible assets (goodwill, preliminary expenses) and revaluation reserves from Net Fixed Assets. |
| Breakeven Point (BEP) & Cash BEP | BEP (Units) = Fixed Cost / Contribution per Unit; Cash BEP = (Fixed Cost - Depreciation) / Contribution per Unit | Project BEP capacity utilization should ideally be below 60%–65% in normal operating years | Contribution = Selling Price per Unit - Variable Cost per Unit. P/V Ratio = Contribution / Sales. |
CASE STUDY SET #1Moderate (IIBF Standard)10 Marks (5 × 2M)
Multi-Item Term Loan DSCR & Fixed Asset Coverage Ratio (FACR)
Official IIBF Case Scenario & Financial Data:
M/s Surya Solar Modules Pvt. Ltd. has set up a 500 MW module line with a Term Loan of ₹1,200 Lakhs repayable in 6 equal annual installments of ₹200 Lakhs each after a 1-year moratorium. In Year 2 (first year of principal repayment), the operating and balance sheet figures are as follows:
| P&L / Balance Sheet Item (Year 2) | Amount (₹ Lakhs) |
|---|---|
| Operating Profit Before Interest, Depreciation & Tax (EBITDA) | ₹620 Lakhs |
| Depreciation on Plant & Machinery | ₹120 Lakhs |
| Interest on Project Term Loan | ₹110 Lakhs |
| Interest on Working Capital Cash Credit (CC) | ₹50 Lakhs |
| Corporate Income Tax Paid (@ 25%) | ₹85 Lakhs |
| Net Profit After Tax (PAT) | ₹255 Lakhs |
| Annual Term Loan Principal Installment Due | ₹200 Lakhs |
| Net Fixed Assets (Excluding Revaluation Reserve of ₹150 L) | ₹1,650 Lakhs |
| Outstanding Term Loan Balance | ₹1,100 Lakhs |
Question 1.1 • 2 Marks
What is the total Cash Accrual + Term Loan Interest (Numerator of Gross DSCR) for Year 2?
A ₹570 Lakhs
B ₹485 Lakhs
C ₹535 Lakhs
D ₹375 Lakhs
Correct Answer: Option B — ₹485 Lakhs
DSCR Numerator = PAT + Depreciation + Interest on Term Loan- Step 1: Net Profit After Tax (PAT) = ₹255 Lakhs.
- Step 2: Add Non-Cash Depreciation = ₹120 Lakhs (Cash Accrual = ₹255 + ₹120 = ₹375 Lakhs).
- Step 3: Add Interest on Project Term Loan = ₹110 Lakhs.
- Step 4: Total DSCR Numerator = ₹255 + ₹120 + ₹110 = ₹485 Lakhs (Do NOT add back ₹85 L Tax or ₹50 L WC CC Interest!).
IIBF Examiner Tip: Working capital interest (₹50 L) is an ongoing operating expense already deducted to arrive at PAT and is not part of Term Loan debt service.
Question 1.2 • 2 Marks
What is the Gross DSCR of M/s Surya Solar Modules Pvt. Ltd. for Year 2?
A 1.39 : 1
B 1.56 : 1
C 1.68 : 1
D 1.84 : 1
Correct Answer: Option B — 1.56 : 1
Gross DSCR = (PAT + Depreciation + Term Loan Interest) / (Term Loan Interest + Principal Installment)- Step 1: Numerator = ₹485 Lakhs.
- Step 2: Denominator (Total Term Debt Service) = Interest on Term Loan (₹110 L) + Annual Principal Installment (₹200 L) = ₹310 Lakhs.
- Step 3: Gross DSCR = ₹485 / ₹310 = 1.5645 : 1 (approx 1.56 : 1).
IIBF Examiner Tip: 1.56x meets the standard 1.50x banking benchmark for manufacturing term loans.
Question 1.3 • 2 Marks
What is the Net DSCR for Year 2?
A 1.56 : 1
B 1.88 : 1
C 1.28 : 1
D 2.10 : 1
Correct Answer: Option B — 1.88 : 1
Net DSCR = (PAT + Depreciation) / Annual Principal Installment- Step 1: Net Cash Accruals after all interest and tax = PAT (₹255 L) + Depreciation (₹120 L) = ₹375 Lakhs.
- Step 2: Principal Installment Due = ₹200 Lakhs.
- Step 3: Net DSCR = ₹375 / ₹200 = 1.875 : 1 (1.88 : 1).
IIBF Examiner Tip: Whenever Gross DSCR > 1.0, Net DSCR will always be higher than Gross DSCR.
Question 1.4 • 2 Marks
Calculate the Fixed Asset Coverage Ratio (FACR) as at the end of Year 2.
A 1.64 : 1
B 1.50 : 1
C 1.36 : 1
D 1.09 : 1
Correct Answer: Option B — 1.50 : 1
FACR = Tangible Net Fixed Assets (excluding Revaluation Reserve) / Outstanding Term Debt- Step 1: Net Fixed Assets excluding ₹150 L revaluation reserve = ₹1,650 Lakhs.
- Step 2: Outstanding Term Loan Balance = ₹1,100 Lakhs.
- Step 3: FACR = ₹1,650 / ₹1,100 = 1.50 : 1.
IIBF Examiner Tip: If revaluation reserve were wrongly included (1800 / 1100 = 1.64), FACR would be artificially inflated.
Question 1.5 • 2 Marks
If module selling prices drop during Year 2 causing PAT to fall by ₹100 Lakhs (from ₹255 L to ₹155 L), what will be the stressed Gross DSCR, and how should the credit officer respond?
A 1.24 : 1 — Restructure/elongate repayment tenor or increase promoter equity
B 1.35 : 1 — Acceptable without modification
C 1.10 : 1 — Reject project immediately
D 1.42 : 1 — Sanction additional term debt
Correct Answer: Option A — 1.24 : 1 — Restructure/elongate repayment tenor or increase promoter equity
Stressed Gross DSCR = (Stressed PAT + Depr + TL Interest) / (TL Interest + Principal)- Step 1: Stressed Numerator = ₹155 (PAT) + ₹120 (Depr) + ₹110 (TL Interest) = ₹385 Lakhs.
- Step 2: Denominator = ₹310 Lakhs.
- Step 3: Stressed Gross DSCR = ₹385 / ₹310 = 1.24 : 1 (falls below the 1.25x–1.50x comfort zone, requiring either higher promoter equity/lower debt or ballooning repayment schedule).
IIBF Examiner Tip: Sensitivity analysis in CAIIB tests whether DSCR stays above the minimum 1.25x–1.30x threshold under a 5%–10% revenue or cost shock.
CASE STUDY SET #2Advanced (High-Yield Numerical)10 Marks (5 × 2M)
Cost Variance, Breakeven Point (BEP), Cash BEP & P/V Ratio in Project Appraisal
Official IIBF Case Scenario & Financial Data:
A greenfield specialty chemicals project has an installed capacity of 1,00,000 MT per annum. At 100% capacity, selling price is ₹25,000 per MT and variable manufacturing cost is ₹17,000 per MT. Total Annual Fixed Costs are ₹36 Crore (which includes ₹10 Crore of Annual Depreciation and ₹8 Crore of Term Loan Interest).
| Project Parameter | Value |
|---|---|
| Installed Capacity (100%) | 1,00,000 MT per annum |
| Selling Price per MT | ₹25,000 / MT |
| Variable Cost per MT | ₹17,000 / MT |
| Total Annual Fixed Cost (including Depr & Interest) | ₹36.00 Crore (₹3,600 Lakhs) |
| Annual Depreciation (included in Fixed Cost) | ₹10.00 Crore (₹1,000 Lakhs) |
Question 2.1 • 2 Marks
What is the Contribution per MT and the Profit-Volume (P/V) Ratio of the project?
A ₹8,000 / MT and 32%
B ₹8,000 / MT and 47%
C ₹17,000 / MT and 68%
D ₹6,000 / MT and 24%
Correct Answer: Option A — ₹8,000 / MT and 32%
Contribution = Selling Price - Variable Cost; P/V Ratio = (Contribution / Selling Price) × 100- Step 1: Contribution per MT = ₹25,000 - ₹17,000 = ₹8,000 per MT.
- Step 2: P/V Ratio = (₹8,000 / ₹25,000) × 100 = 32%.
IIBF Examiner Tip: P/V Ratio remains constant across different capacity utilization levels as long as unit selling price and unit variable cost do not change.
Question 2.2 • 2 Marks
What is the Accounting Breakeven Point (BEP) in Quantity (MT) and as a percentage of Installed Capacity?
A 45,000 MT (45% Capacity)
B 32,500 MT (32.5% Capacity)
C 50,000 MT (50% Capacity)
D 60,000 MT (60% Capacity)
Correct Answer: Option A — 45,000 MT (45% Capacity)
BEP (Units) = Total Fixed Cost / Contribution per Unit; BEP Capacity % = (BEP Units / Installed Capacity) × 100- Step 1: Total Annual Fixed Cost = ₹36 Crore = ₹36,00,00,000.
- Step 2: BEP (MT) = ₹36,00,00,000 / ₹8,000 per MT = 45,000 MT.
- Step 3: BEP Capacity Utilization % = (45,000 / 1,00,000) × 100 = 45%.
IIBF Examiner Tip: A BEP of 45% is considered highly comfortable in project appraisal (benchmark is < 60%–65%).
Question 2.3 • 2 Marks
What is the Breakeven Sales Revenue (in ₹ Crore)?
A ₹90.00 Crore
B ₹112.50 Crore
C ₹125.00 Crore
D ₹81.25 Crore
Correct Answer: Option B — ₹112.50 Crore
BEP Sales (₹) = Total Fixed Cost / P/V Ratio = BEP Units × Selling Price- Step 1: Using P/V Ratio: ₹36 Crore / 0.32 = ₹112.50 Crore.
- Step 2: Verification using units: 45,000 MT × ₹25,000 = ₹112.50 Crore.
IIBF Examiner Tip: Use both formulas in the exam hall to cross-verify your answer in 5 seconds.
Question 2.4 • 2 Marks
Calculate the Cash Breakeven Point (Cash BEP) in MT and Capacity Utilization %.
A 32,500 MT (32.5% Capacity)
B 45,000 MT (45.0% Capacity)
C 22,500 MT (22.5% Capacity)
D 37,500 MT (37.5% Capacity)
Correct Answer: Option A — 32,500 MT (32.5% Capacity)
Cash BEP (Units) = (Total Fixed Cost - Non-Cash Depreciation) / Contribution per Unit- Step 1: Cash Fixed Cost = Total Fixed Cost (₹36 Cr) - Depreciation (₹10 Cr) = ₹26 Crore (₹26,00,00,000).
- Step 2: Cash BEP (MT) = ₹26,00,00,000 / ₹8,000 per MT = 32,500 MT.
- Step 3: Cash BEP Capacity % = 32,500 / 1,00,000 = 32.5%.
IIBF Examiner Tip: Cash BEP shows the minimum operating level required so that the unit does not suffer a cash loss.
Question 2.5 • 2 Marks
If the plant operates at 75% capacity in Year 2, what is the Margin of Safety (in MT and %) and the Net Operating Profit (PBT)?
A MOS = 30,000 MT (40% of Actual Sales); PBT = ₹24 Crore
B MOS = 30,000 MT (30% of Actual Sales); PBT = ₹18 Crore
C MOS = 42,500 MT (56.7% of Actual Sales); PBT = ₹34 Crore
D MOS = 25,000 MT (33.3% of Actual Sales); PBT = ₹20 Crore
Correct Answer: Option A — MOS = 30,000 MT (40% of Actual Sales); PBT = ₹24 Crore
MOS = Actual Sales - BEP Sales; MOS % = (MOS / Actual Sales) × 100; Profit = MOS Units × Contribution per Unit- Step 1: Actual Output at 75% capacity = 75,000 MT.
- Step 2: Margin of Safety (MT) = Actual Output (75,000 MT) - BEP Output (45,000 MT) = 30,000 MT.
- Step 3: MOS % of Actual Sales = (30,000 / 75,000) × 100 = 40%.
- Step 4: Net Profit (PBT) = MOS Units × Contribution = 30,000 MT × ₹8,000 = ₹24 Crore.
IIBF Examiner Tip: Profit is always equal to Margin of Safety × P/V Ratio (or MOS Units × Contribution per Unit).
CASE STUDY SET #3Moderate (IIBF Standard)10 Marks (5 × 2M)
Capital Budgeting: NPV, IRR Interpolation & Payback Period (ABFM & ABM)
Official IIBF Case Scenario & Financial Data:
A corporate borrower evaluates an automation capex with an Initial Capital Outlay of ₹500 Lakhs. The project generates uniform net cash inflows of ₹160 Lakhs per annum for 5 years (zero salvage value). The company’s Weighted Average Cost of Capital (WACC) is 12% p.a. Given Present Value Annuity Factors (PVIFA for 5 years): at 12% = 3.6048; at 16% = 3.2743; at 18% = 3.1272; at 20% = 2.9906.
| Discount Rate (r) | PVIFA (r, 5 Years) | Present Value of ₹160 L/yr Inflows |
|---|---|---|
| 12% (WACC) | 3.6048 | ₹576.77 Lakhs |
| 16% | 3.2743 | ₹523.89 Lakhs |
| 18% | 3.1272 | ₹500.35 Lakhs |
| 20% | 2.9906 | ₹478.50 Lakhs |
Question 3.1 • 2 Marks
What is the Simple (Un-discounted) Payback Period of the project?
A 2.85 Years
B 3.125 Years (3 Years 1.5 Months)
C 3.60 Years
D 4.00 Years
Correct Answer: Option B — 3.125 Years (3 Years 1.5 Months)
Payback Period = Initial Capital Outlay / Annual Uniform Cash Inflow- Step 1: Initial Capital Outlay = ₹500 Lakhs; Annual Cash Inflow = ₹160 Lakhs.
- Step 2: Payback Period = 500 / 160 = 3.125 Years (3 Years and 1.5 Months).
IIBF Examiner Tip: Simple Payback ignores the time value of money and cash flows occurring after the payback date.
Question 3.2 • 2 Marks
What is the Net Present Value (NPV) and Profitability Index (PI) of the project at the 12% WACC?
A NPV = +₹76.77 Lakhs; PI = 1.154
B NPV = +₹23.89 Lakhs; PI = 1.048
C NPV = +₹300.00 Lakhs; PI = 1.600
D NPV = -₹21.50 Lakhs; PI = 0.957
Correct Answer: Option A — NPV = +₹76.77 Lakhs; PI = 1.154
NPV = PV of Cash Inflows - Initial Outlay; PI = PV of Cash Inflows / Initial Outlay- Step 1: PV of Inflows at 12% = ₹160 Lakhs × 3.6048 = ₹576.77 Lakhs.
- Step 2: NPV = ₹576.77 Lakhs - ₹500 Lakhs = +₹76.77 Lakhs.
- Step 3: Profitability Index (PI) = ₹576.77 / ₹500 = 1.1535 (approx 1.154).
IIBF Examiner Tip: Whenever NPV > 0, Profitability Index (PI) is always > 1.0.
Question 3.3 • 2 Marks
What is the Internal Rate of Return (IRR) of the project using linear interpolation between 18% and 20%?
A 18.03%
B 18.50%
C 19.12%
D 17.85%
Correct Answer: Option A — 18.03%
IRR = Lower Rate + [NPV at Lower Rate / (NPV at Lower Rate - NPV at Higher Rate)] × (Higher Rate - Lower Rate)- Step 1: At 18%, PV = ₹500.35 L -> NPV(18%) = +₹0.35 Lakhs.
- Step 2: At 20%, PV = ₹478.50 L -> NPV(20%) = -₹21.50 Lakhs.
- Step 3: IRR = 18% + [0.35 / (0.35 - (-21.50))] × (20% - 18%) = 18% + (0.35 / 21.85) × 2% = 18.032%.
IIBF Examiner Tip: Since PVIFA REQUIRED = 500 / 160 = 3.1250 and PVIFA(18%, 5y) = 3.1272, IRR is just slightly above 18%.
Question 3.4 • 2 Marks
If straight-line depreciation is ₹100 Lakhs per year (zero salvage value over 5 years), what is the Average Accounting Profit After Tax and the Accounting Rate of Return (ARR on Average Investment)?
A PAT = ₹60 Lakhs; ARR on Avg Investment = 24%
B PAT = ₹160 Lakhs; ARR on Avg Investment = 64%
C PAT = ₹60 Lakhs; ARR on Initial Investment = 24%
D PAT = ₹80 Lakhs; ARR on Avg Investment = 32%
Correct Answer: Option A — PAT = ₹60 Lakhs; ARR on Avg Investment = 24%
Accounting PAT = Cash Inflow - Depreciation; Average Investment = (Initial Outlay + Salvage) / 2; ARR = (Avg PAT / Avg Investment) × 100- Step 1: Annual Cash Inflow (PAT + Depr) = ₹160 Lakhs. Less Depreciation (₹100 L) = ₹60 Lakhs Accounting PAT.
- Step 2: Average Investment = (₹500 Lakhs + 0) / 2 = ₹250 Lakhs.
- Step 3: ARR on Average Investment = (₹60 Lakhs / ₹250 Lakhs) × 100 = 24% (ARR on Initial Investment = 60/500 = 12%).
IIBF Examiner Tip: Always check whether the question specifies ARR on Initial Investment (12%) or Average Investment (24%).
Question 3.5 • 2 Marks
When evaluating two mutually exclusive projects with different capital sizes, if NPV and IRR give conflicting rankings due to reinvestment rate assumptions, which criterion does financial management theory (CAIIB ABFM) recommend?
A Select the project with higher IRR
B Select the project with higher NPV (assumes reinvestment at WACC)
C Select the project with shorter Payback Period
D Select the project with higher ARR
Correct Answer: Option B — Select the project with higher NPV (assumes reinvestment at WACC)
NPV assumes intermediate cash flows are reinvested at Cost of Capital (WACC); IRR assumes reinvestment at IRR itself- Step 1: NPV measures absolute wealth creation in ₹ terms and assumes realistic reinvestment at WACC.
- Step 2: Therefore, for mutually exclusive projects, NPV always prevails over IRR.
IIBF Examiner Tip: Classic CAIIB ABFM conceptual-numerical hybrid question: NPV assumes reinvestment at WACC; Modified IRR (MIRR) also corrects this by reinvesting at WACC.
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DSCR Numerator (PAT + Depr + TL Int):₹340 Lakhs
DSCR Denominator (TL Int + Principal):₹200 Lakhs
Gross DSCR Ratio:1.7 : 1
Net DSCR ((PAT + Depr) / Principal):2.27 : 1
Frequently Asked IIBF Exam Questions (ABM + ABFM + Credit)
Why is Income Tax never added back to the numerator of Term Loan DSCR?
Because DSCR measures actual cash available to service debt obligations after meeting statutory tax outflows. Tax is a mandatory cash outflow paid to the government prior to PAT, whereas Depreciation is a non-cash book entry and Term Loan Interest is part of the debt service being tested.
Why do banks check both Average DSCR and Minimum Annual DSCR?
A project could have a healthy 1.80x Average DSCR over 7 years due to high profits in Years 5–7, but have a 0.95x DSCR in Year 1 or Year 2 when capacity utilization is still ramping up. Checking Minimum Annual DSCR (≥ 1.25x) ensures the borrower will not default in early years.
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