Financial Management and Strategic Management · Management of Receivables

Factoring and Forfaiting of Receivables for CA Intermediate FM

Updated 4 October 2026 · Fact-checked

Factoring is the sale or assignment of trade receivables to a factor, who collects them, may advance cash and may bear bad debt (non-recourse). Forfaiting is the discounting of medium-term export receivables without recourse to the exporter. To solve numericals, compute net benefit (savings) against cost (commission plus interest) and compare.

Understand Factoring and Forfaiting of Receivables

A business that sells on credit waits for cash. It also spends on keeping debtor records, chasing payments and bearing bad debts. Factoring lets you hand this job to a specialist, the factor. You assign your receivables to the factor. The factor collects them, and usually pays you most of the money in advance.

Factoring comes in types. In recourse factoring, if the customer does not pay, the factor can claim the amount back from you. You carry the bad debt risk. In non-recourse factoring, the factor bears the bad debt loss, so it charges a higher commission. Factoring can be with finance (the factor advances a part of the receivables, say 80% to 90%, and charges interest on the advance) or without finance (the factor only collects and administers; you get paid on the due date or the collection date).

The costs are the factoring commission (a percentage of invoice value, for services and risk) and interest on the advance. The benefits are: faster cash, lower administration cost for the sales ledger, savings on bad debts under non-recourse, and a lower need for bank borrowing. Often you also save on the credit department you would otherwise run.

Forfaiting is different. It is the purchase of medium-term export receivables, usually backed by bills of exchange or promissory notes accepted by the importer and guaranteed by a bank, by a forfaiter. It is always without recourse to the exporter. The exporter gets cash immediately at a discount and passes on the country, currency and commercial risk. It is used mainly for capital goods exports.

In exams, factoring numericals ask whether it is worth taking up a factoring offer, or the effective cost of factoring. The theory part asks for differences between factoring and forfaiting, and types of factoring.

Key rules to remember

Advance by factor: Advance = (Receivables × Advance %) − Factoring commission − (sometimes) interest deducted upfront; Read the question: advance % is usually applied on invoice value, then commission is deducted. Check whether interest is deducted in advance or paid later.
Factoring commission: Commission = Invoice value × Commission rate; Applied on the total receivables factored, not only on the advance.
Interest on advance: Interest = Advance × Rate × (Days ÷ 365 or 360); Use the day count given. If the interest rate is annual and the period is the average collection period, convert it to days. For a yearly net benefit, charge a full year of interest on the advance balance.
Net benefit of factoring: Net benefit = Savings (admin cost + bad debts avoided + interest saved on funds released) − Cost (commission + interest on advance); Accept the offer if net benefit is positive. Interest on the advance is always a cost. The interest saved on funds released from receivables is a separate saving. Show both lines.
Effective cost of factoring (annual): Effective cost = [(Commission + Interest − Savings, if the question gives any) ÷ Net advance received] × 100, annualised; If the question gives savings, deduct them from the cost before dividing. If it gives none, use gross cost (commission + interest). Divide by the net advance actually received, then annualise for the period. State clearly which version you used.
Recourse vs non-recourse: Non-recourse: factor bears bad debt. Recourse: client bears bad debt.; Non-recourse commission is higher because the factor takes credit risk.

How to solve Factoring and Forfaiting of Receivables questions

Use this order for any factoring cost question. It keeps the working clean and earns step marks.

1Find the credit sales and the average collection period. Calculate receivables = Sales × Collection period ÷ 365 (or 360 as given).
2Compute the factored receivables after the factor's collection period, if the factor collects faster than you do.
3Calculate commission on the invoice value at the given rate.
4Compute the advance: invoice value × advance % less commission, and any interest deducted upfront. State the reserve (the portion held back).
5Compute interest on the advance for the period. Annualise it if needed.
6List the savings: lower administration cost, bad debts avoided under non-recourse, and interest saved on funds released from receivables.
7Find net cost or net benefit. For effective cost, use (commission + interest − savings, only if given) ÷ net advance × 100, annualised.
8Compare with the cost of other finance, such as bank borrowing, and give a clear recommendation.

Quickest way: Fast route for factoring numericals and theory

When to use it: Use under time pressure for MCQs and for 5 to 8 mark factoring questions.

MCQs: if it says the factor bears bad debt, it is non-recourse. If the factor can claim back from you, it is recourse. Eliminate any option that mixes the two.
MCQs on forfaiting: look for export, medium-term, without recourse and bank guarantee. Discard options that mention recourse to the exporter.
Numericals: build four lines in a fixed order: Receivables, Advance, Total cost (commission plus interest), Total saving. This format earns step marks.
Do not compute extra figures. Calculate only what the question asks: net benefit or effective cost.
Finish with a one-line conclusion: accept or reject, with the figure that supports it.
Theory: write a two-column difference (basis, factoring, forfaiting) with at least five points: nature, period, recourse, goods covered, cost bearing.

Common mistakes in Factoring and Forfaiting of Receivables

Applying commission on the advance instead of the invoice value.
Students link the cost to the money received rather than the receivables handled.
Fix: Commission is on the total invoice value unless the question states otherwise. Interest is on the advance.
Forgetting to deduct the reserve and commission to get the actual cash received.
Students stop at advance % × receivables.
Fix: Always show Invoice value, less reserve, less commission, less interest (if upfront) to reach net advance.
Mixing up recourse and non-recourse.
The word recourse sounds like safety for the client.
Fix: Recourse means the factor can go back to you for unpaid debt. Non-recourse means the factor absorbs the loss and charges more.
Ignoring savings such as administration cost and bad debts when judging the offer.
Students compare only commission and interest with the bank rate.
Fix: Add all savings given in the question to the benefit side before computing net benefit or effective cost.
Using the wrong time basis for interest (360 vs 365 days or months).
The question's day count is missed.
Fix: Underline the basis given and use it consistently for both interest and annualisation.
Writing that forfaiting has recourse or is for short-term domestic sales.
Students blur it with factoring and bills discounting.
Fix: Remember: forfaiting is export, medium-term, without recourse, usually bank-guaranteed.

Worked examples

Example 1

A firm has annual credit sales of ₹36,00,000 and an average collection period of 60 days. A factor offers to take over collections, reducing the collection period to 30 days, at a commission of 2% on invoice value and will advance 80% at 12% p.a. interest. The firm will save administration cost of ₹30,000 a year and bad debts of 1% of sales. The firm's cost of funds is 12%. Use a 360-day year. Find the net benefit of factoring. Assume commission is on annual credit sales (the invoice value factored during the year). Interest on the advance is a cost, charged for a full year on the advance balance.

Show the solution

Sales per day = 36,00,000 ÷ 360 = ₹10,000.
Receivables with factor = 10,000 × 30 = ₹3,00,000.
Advance = 80% × 3,00,000 = ₹2,40,000.
Commission for the year = 2% × 36,00,000 = ₹72,000.
Interest on the advance for the year = 2,40,000 × 12% = ₹28,800. This is a financing cost.
Total cost = 72,000 + 28,800 = ₹1,00,800.
Savings: admin cost ₹30,000, bad debts 1% × 36,00,000 = ₹36,000.
Interest saved on funds released: earlier receivables = 10,000 × 60 = ₹6,00,000. Release = 6,00,000 − 3,00,000 = ₹3,00,000. Saving at the firm's 12% cost of funds = 12% × 3,00,000 = ₹36,000.
Total benefit = 30,000 + 36,000 + 36,000 = ₹1,02,000.
Net benefit = 1,02,000 − 1,00,800 = ₹1,200.

Answer: Net benefit is ₹1,200 a year. It is positive but very small, so the firm can accept the offer, though the gain is marginal. This approach charges the interest on the advance as a cost and counts the interest saved on the ₹3,00,000 of released funds as a separate saving.

Example 2

A company factors its receivables of ₹10,00,000 for a 90-day period with a factor that charges 1.5% commission and advances 90% of the invoice value less commission, at an interest of 10% p.a. (interest deducted upfront from the advance). No cost savings are given. Use a 360-day year. Calculate the net cash received and the annualised cost of the factoring on a simple basis.

Show the solution

Invoice value = ₹10,00,000.
Factoring commission = 1.5% × 10,00,000 = ₹15,000.
Advance before commission = 90% × 10,00,000 = ₹9,00,000. The 10% reserve of ₹1,00,000 is held back by the factor.
Advance after commission = 9,00,000 − 15,000 = ₹8,85,000.
Interest for 90 days = 8,85,000 × 10% × 90 ÷ 360 = ₹22,125.
Net cash received = 8,85,000 − 22,125 = ₹8,62,875.
No savings are given, so use gross cost. Cost for the period = commission + interest = 15,000 + 22,125 = ₹37,125.
Cost for 90 days as % of net cash received = 37,125 ÷ 8,62,875 = 4.3025%.
Annualised cost, simple = 4.3025% × (360 ÷ 90) = 4.3025% × 4 = 17.21%.
Optional note: if a question asks for a compound effective rate, it is (1.043025)^4 − 1 ≈ 18.4%. Write the simple rate as your main answer unless the question asks for the compound rate.

Answer: Net cash received is ₹8,62,875. The annualised cost of factoring is about 17.21% (simple basis). State the basis and day count you used.

Exam tips

Read whether the question says with recourse or without recourse. It changes the bad debt saving and the commission.
Always state your assumptions (365 or 360 days, interest deducted upfront or later) before the working.
For a theory question, make a neat two-column table-style list of difference points between factoring and forfaiting. Five clear points score full marks.
Write a final recommendation sentence. Many numerical answers lose the last mark by stopping at the figure.
For MCQs on forfaiting, remember: export, medium-term, without recourse, no sales ledger administration.

Practice questions from Management of Receivables

Factoring and Forfaiting of Receivables in other exams

The same ground in other exams, if you are preparing for more than one or want another angle on it.

Factoring and Forfaiting of Receivables: frequently asked questions

What is the difference between factoring and forfaiting?

Factoring covers short-term domestic or export receivables and includes services like ledger administration, collection and sometimes finance. Forfaiting covers medium-term export receivables, is always without recourse and is purely a financing transaction. Forfaiting usually involves bills or notes guaranteed by a bank.

What is the difference between recourse and non-recourse factoring?

In recourse factoring, the client bears the loss if the customer does not pay, and can be asked to refund the advance. In non-recourse factoring, the factor bears the bad debt loss, so the commission is higher. The choice depends on how much credit risk you want to transfer.

How do I calculate the effective cost of factoring?

Add the commission and interest on the advance. Subtract savings only if the question gives them, then divide by the net funds received. Annualise the result using the number of days the funds are used, and state whether you used a simple or compound basis and the day count.

Is factoring the same as bills discounting?

No. Factoring is the sale or assignment of the whole ledger or a set of receivables and usually includes collection and administration. Bills discounting is a bank financing of a specific bill of exchange, without those services.