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This lesson covers AQA A-Level Business topic 3.5.4 — methods of improving cash flow, the difficulties businesses face in managing cash, and practical strategies for maintaining a healthy cash position. You will learn how to analyse cash flow problems and recommend appropriate solutions in exam contexts.
Cash flow is the lifeblood of any business. A business can survive without profit in the short term — many start-ups operate at a loss for years — but a business that runs out of cash cannot pay its bills, its staff, or its suppliers. It will cease trading.
Key Principle: More businesses fail due to cash flow problems than due to lack of profitability. Managing cash flow effectively is therefore a critical management skill.
| Method | How It Works | Example |
|---|---|---|
| Reduce credit terms | Require customers to pay more quickly (e.g., 14 days instead of 30 days) | Changing payment terms from "Net 30" to "Net 14" |
| Offer early payment discounts | Incentivise faster payment (e.g., 2% discount if paid within 7 days) | "2/10 net 30" — 2% discount for payment within 10 days, otherwise full payment in 30 days |
| Improve credit control | Chase overdue invoices more aggressively; conduct credit checks on new customers | Hiring a credit controller; using automated reminder systems |
| Debt factoring | Sell trade receivables to a factor for immediate cash (at a discount) | Selling £100,000 of invoices to a factor for £95,000 cash |
| Increase prices | Higher prices generate more revenue per unit sold | Raising prices by 5% (if demand allows) |
| Increase sales volume | More sales generate more cash inflows | Marketing campaigns, expanding into new markets |
| Sale and leaseback | Sell a major asset (e.g., a building) and lease it back | Selling head office for £2m and paying £120,000 annual rent |
| Seek additional funding | Obtain a bank loan, overdraft, or equity investment | Securing a £500,000 overdraft facility |
A business currently offers 30-day credit terms. Its average monthly receivables are £200,000. It introduces a 2% discount for payment within 7 days.
If 60% of customers take the discount:
The net benefit depends on whether the overdraft interest saved exceeds the £2,400 discount cost. If the overdraft rate is 8% per annum:
Interest saved = £120,000 x 8% x (23/365) = £604.38 per month
In this case, the discount costs more than the interest saved (£2,400 > £604), so it is only worthwhile if the improved cash flow provides other benefits (reduced risk, improved supplier relationships).
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