Financial Management and Strategic Management · Financing of Working Capital

Factoring and Forfaiting for CA Intermediate Financial Management

Updated 4 October 2026 · Fact-checked

Factoring is the sale or assignment of trade receivables to a factor, who advances cash, collects the debts and may bear bad-debt risk. To solve numericals, find the saving in costs and the financing cost, then compare net benefit with the factor's commission and interest, usually as an effective annual rate.

Understand Factoring and Forfaiting

A firm that sells on credit waits for its money. Factoring lets it hand its receivables to a financial intermediary called the factor. The factor usually pays a large part of the invoice value in advance, collects from the customers, and maintains the sales ledger.

Factoring has three broad services: finance (advance against invoices), collection and ledger administration, and credit protection (cover against bad debts). The type of factoring depends on who bears the bad-debt risk.

In recourse factoring, the factor can claim back from the seller if the customer does not pay. The seller keeps the credit risk. In non-recourse factoring, the factor bears the loss from customer default (for approved credit), so the commission is higher. In maturity (collection) factoring, the factor pays on the collection date or on an agreed maturity date, and no advance is paid before then. In advance factoring, the factor pays an advance immediately.

The seller pays a factoring commission (a percentage of invoice value) and interest on the advance for the period it is outstanding. The factor normally keeps a reserve or margin (a portion of the invoice) until collection. The benefits are faster cash, lower collection and administration cost, lower bad debts (non-recourse) and better planning. The cost is the commission and interest.

Forfaiting is different. It is the purchase, without recourse to the exporter, of medium-term export receivables (usually bills of exchange or promissory notes, often avalised by a bank) at a discount. The exporter gets cash at once. The forfaiter takes over the political, transfer and credit (payment) risk on the avalised instrument. This holds only when the instrument is valid and the exporter has performed the contract. Disputes over the underlying contract are not covered.

Factoring deals with short-term receivables, usually on open account, whether domestic or export. Forfaiting deals with larger, medium-term export receivables on a bill-based basis.

Key rules to remember

Advance from factor: Advance = Invoice value × Advance % (or Advance = Invoice value − Reserve/margin); This is the gross advance, before any deductions. The reserve is the part of the invoice the factor holds back until collection.
Net cash received: Net cash received = Advance − Factoring commission − Interest (if deducted upfront); Follow the question's order. If commission and interest are paid later, the net cash received at the start equals the advance.
Factoring commission: Commission = Commission % × Value of receivables factored; Apply the rate to total invoices factored, not to the advance, unless told otherwise.
Interest on advance: Interest = Advance × Rate × (Days ÷ 360 or 365, as given); Use the day count the question states. If none is stated, say which you assume.
Net benefit of factoring: Net benefit = Savings (admin cost, bad debts, interest on funds made available) − Factor's commission and interest; This gives a rupee figure. Accept the proposal if net benefit is positive. Treat it as a separate method from the effective cost rate below, and do not mix the two.
Effective cost of factoring: Effective cost (%) = (Annual commission + Annual interest − Annual admin and bad-debt savings) ÷ Net funds made available × 100; Net funds made available = Advance − commission − interest deducted upfront. Whether interest saved on released funds goes into the numerator depends on the question. In the method shown here it is left out, and the rate is compared with the bank borrowing rate. In the net benefit method it is counted as a saving. Follow the method the question uses and say which one you used. Annual means multiply the period cost by 365 ÷ days or 12 ÷ months. This gives a simple annualised rate, not a compounded one. You can also work per cycle: period cost ÷ net funds of that cycle, then annualise. Accept only if the effective cost is below the bank rate.
Funds released: Average receivables released = Credit sales per day × Collection period reduced; Funds released earn the firm's borrowing rate saving. You need this figure for the interest saved in the net benefit method. It is not part of the effective cost formula above.

How to solve Factoring and Forfaiting questions

Use this order for any factoring proposal question. Show each line, because each carries step marks.

1Write down the current position: credit sales, average collection period, receivables, bad debts, collection and admin cost, and cost of funds.
2Work out the receivables under factoring using the new collection period, and find the funds released.
3Calculate the factor's advance: invoice value × advance % (or invoice value less reserve). Then find net cash received = advance − commission − interest, if these are deducted upfront.
4Find the factor's charges: commission on invoices and interest on the advance.
5List the savings: admin cost saved, bad debts saved (non-recourse only) and interest saved on funds made available. Whether you count the interest saving depends on the method. Count it in the net benefit method. Leave it out of the effective cost rate, where you compare the rate with the borrowing rate. Some questions treat it differently, so follow the question and state the method you used.
6Compute net benefit or net cost. Where asked, compute the effective annual cost as a percentage.
7Compare with the alternative (bank finance or current position) and state a clear recommendation in one line.

Quickest way: Annualise and compare in four lines

When to use it: Use it when the question asks for the effective cost of factoring or whether to accept the factor's offer.

Compute commission and interest for the period, then convert both to annual terms.
Add up annual savings in admin cost and bad debts. In the effective cost rate method, leave out interest saved on released funds, because you compare the rate with the bank rate. Some questions deduct it instead. Follow the question and say which treatment you used.
Net cost = charges − admin and bad-debt savings. Divide by the net funds actually received.
Compare with the bank rate and write one line of decision. If the question asks for a net benefit in rupees instead, include interest saved on the funds made available in the savings and accept only if the net benefit is positive.
For MCQs: if non-recourse is mentioned, bad debts go to the factor and commission is higher. If it says maturity, the factor pays only on the collection date or an agreed maturity date, with no advance before then. Eliminate options that put the bad-debt loss on the firm under non-recourse.
For written answers, set out a small table-like list of items: Savings, Costs, Net, Decision. Never give the final figure alone.

Common mistakes in Factoring and Forfaiting

Charging interest on the full invoice value instead of the advance
Students rush and use total receivables as the base.
Fix: Calculate the advance first, then apply interest only to it. Commission is the one that uses the invoice value.
Counting bad-debt savings under recourse factoring
Students assume every factor takes the credit risk.
Fix: Under recourse, the firm still bears the bad debts. Add the saving only for non-recourse, or as the question says.
Not annualising the cost
The period cost looks like the answer.
Fix: Multiply by 365 ÷ days or 12 ÷ months before comparing with an annual bank rate.
Mixing up factoring and forfaiting
Both involve selling receivables without much explanation.
Fix: Remember: factoring is short-term, open-account, with services. Forfaiting is medium-term export bills, without recourse, with discounting. The forfaiter takes the political, transfer and credit (payment) risk on the avalised instrument, but only if the instrument is valid and the exporter has performed the contract.
Ignoring the reserve or margin
Students treat the whole invoice as paid in advance.
Fix: Deduct the reserve first. The reserve is paid back on collection and carries no interest.
Forgetting to state a decision
Students stop after computing the number.
Fix: End every answer with an accept or reject line and the figure that supports it.
Mixing the net benefit method with the effective cost rate
Students subtract interest saved on released funds from the cost and then also compare the result with the bank rate.
Fix: In the effective cost rate method, leave out interest saved on released funds, because you compare the rate with the bank rate. Count it only when you work out a rupee net benefit. The treatment can vary with the question, so follow the method the question uses, state it, and do not blend the two.

Worked examples

Example 1

A firm has annual credit sales of ₹72,00,000 and an average collection period of 60 days. A factor offers to take over the debts and reduce the collection period to 30 days. Factor's commission is 2% of receivables factored and it pays 80% of the receivables as advance at 12% p.a. interest, with commission and interest deducted upfront from the advance. The firm saves administration cost of ₹60,000 a year and can save interest at its borrowing rate of 14% p.a. on funds released. Assume a 360-day year and that interest is charged on the advance for the 30 days. Calculate the effective cost of factoring and advise. Ignore bad debts.

Show the solution

Credit sales per day = ₹72,00,000 ÷ 360 = ₹20,000.
Receivables now = ₹20,000 × 60 = ₹12,00,000. Receivables under factoring = ₹20,000 × 30 = ₹6,00,000. Funds released = ₹6,00,000.
Commission per 30-day cycle = 2% × ₹6,00,000 = ₹12,000. There are 12 cycles a year, so annual commission = ₹12,000 × 12 = ₹1,44,000 (the same as 2% × ₹72,00,000).
Advance = 80% × ₹6,00,000 = ₹4,80,000. The 20% reserve of ₹1,20,000 is held back and is not available to the firm.
Interest per cycle = ₹4,80,000 × 12% × 30 ÷ 360 = ₹4,800. Annual interest = ₹4,800 × 12 = ₹57,600.
Admin saving per cycle = ₹60,000 ÷ 12 = ₹5,000. Cost per cycle after admin savings = ₹12,000 + ₹4,800 − ₹5,000 = ₹11,800. In this effective cost method, we do not deduct the interest saved on released funds from the cost. Instead we compare the resulting rate with the 14% borrowing rate. Some questions deduct that saving instead, so follow your question.
Net funds made available per cycle = ₹4,80,000 − ₹12,000 commission − ₹4,800 interest = ₹4,63,200. This is the level of funds the firm has in each cycle.
Cost per cycle = ₹11,800 ÷ ₹4,63,200 × 100 = 2.55% (approx.). Annualised (simple, not compounded) = 2.55% × 12 = 30.57% (approx.).
Cross-check with annual figures over the same funds level: annual cost ₹1,44,000 + ₹57,600 − ₹60,000 = ₹1,41,600, and ₹1,41,600 ÷ ₹4,63,200 × 100 = 30.57%. The two agree because the same net funds are used in every one of the 12 cycles.
Compare with the borrowing rate of 14%. The comparison is on the basis of net funds received (₹4,63,200), which is less than the funds released (₹6,00,000), so treat it as an approximate comparison. 30.57% is far higher than 14%, so bank finance is cheaper.
Separate method, net benefit in rupees (not a check on the 30.57% figure): count interest saved on the funds actually made available, ₹4,63,200 × 14% = ₹64,848. Annual savings = administration ₹60,000 + interest saved ₹64,848 = ₹1,24,848. Annual charges = ₹1,44,000 + ₹57,600 = ₹2,01,600. Net annual cost = ₹2,01,600 − ₹1,24,848 = ₹76,752. The net benefit is negative, so the decision is also to reject.
If a question's convention is to value the interest saving on the full funds released, ₹6,00,000 × 14% = ₹84,000, then savings are ₹1,44,000 and the net annual cost is ₹57,600. State this convention clearly if you use it. The decision does not change.

Answer: The effective annual cost of factoring is about 30.57% (₹11,800 per cycle on net funds of ₹4,63,200, which is 2.55% per cycle, simple annualised), compared with the firm's borrowing rate of 14% on the basis of net funds received. The firm should reject the offer. If the question asked instead for the rupee net benefit, with interest saved on the funds made available (₹4,63,200), the figure is a net annual cost of ₹76,752, which also leads to rejection.

Example 2

Compare recourse and non-recourse factoring for a firm with annual credit sales of ₹1,20,00,000 and bad debts of 1% of sales. Recourse commission is 1% and non-recourse commission is 1.5% of sales. Administration cost saved is ₹50,000 in both cases. Which option gives the higher net benefit, ignoring interest?

Show the solution

Bad debts normally = 1% × ₹1,20,00,000 = ₹1,20,000.
Recourse: commission = 1% × ₹1,20,00,000 = ₹1,20,000.
Recourse savings = administration ₹50,000 only, as the firm still bears bad debts.
Recourse net = ₹50,000 − ₹1,20,000 = −₹70,000 (net cost).
Non-recourse: commission = 1.5% × ₹1,20,00,000 = ₹1,80,000.
Non-recourse savings = administration ₹50,000 + bad debts ₹1,20,000 = ₹1,70,000.
Non-recourse net = ₹1,70,000 − ₹1,80,000 = −₹10,000 (net cost).
Compare: a net cost of ₹10,000 is better than a net cost of ₹70,000, by ₹60,000.

Answer: Non-recourse factoring gives the higher net benefit. Its net cost is ₹10,000, against ₹70,000 under recourse, a difference of ₹60,000 in its favour. It also removes the bad-debt uncertainty.

Exam tips

Read whether the question says recourse, non-recourse or maturity before you write anything. It decides who bears bad debts.
State your day-count assumption (360 or 365) in one line if the question is silent.
In theory questions, give differences in points: factoring vs bill discounting on notice, services, risk and off-balance-sheet effect.
For MCQs, link terms: forfaiting equals export, medium-term, without recourse. Factoring equals receivables, services, short-term.
Always end a numerical with a decision line comparing cost with bank finance or the current position.

Practice questions from Financing of Working Capital

Factoring and Forfaiting 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: frequently asked questions

What is the difference between factoring and bill discounting?

In factoring, the factor buys receivables on open account and also manages the sales ledger and collection, and may bear credit risk. In bill discounting, the bank discounts a bill of exchange drawn by the seller, and the seller usually remains liable on the bill. Factoring is a wider service. Bill discounting is purely a finance tool.

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

In recourse factoring, the seller must repay the factor if the customer defaults. In non-recourse factoring, the factor bears the loss from approved customers' default. Non-recourse costs more because the factor takes the credit risk.

How do I calculate the cost of factoring in an exam?

Find the commission and interest, convert them to annual terms, subtract the admin and bad-debt savings, and divide by the net funds you actually receive. Whether you also subtract the interest saved on released funds depends on the question. If you leave it out, compare the rate with the bank rate. If you include it, work out a rupee net benefit. State the method you used and show each step so you earn step marks.

What is forfaiting in simple words?

Forfaiting is when an exporter sells medium-term export receivables, usually bills or notes, to a forfaiter at a discount and gets cash at once. The forfaiter has no recourse to the exporter. The forfaiter takes the political, transfer and credit risk on the avalised instrument, provided the instrument is valid and the exporter has performed the contract.