explain the reasons for accounting for depreciation
4.2 Accounting for depreciation and disposal of non‑current assets
Why do we depreciate assets?
📚 Depreciation spreads the cost of an asset over the period it is useful, so the books show a realistic value and a fair share of the asset’s cost each year.
- 🔄 Matching principle – match the cost of the asset with the profits it helps generate.
- 💰 Tax relief – businesses can claim depreciation as an expense, reducing taxable profit.
- 🛠️ Asset consumption – show that the asset is wearing out or becoming less useful.
- 📉 Asset disposal – record the loss or gain when the asset is sold or scrapped.
Analogy: The School Bus Example 🚐
Imagine the school bus costs £30,000 and is expected to run for 10 years.
Instead of writing £30,000 as an expense in the first year, we spread it:
Annual depreciation = £30,000 ÷ 10 = £3,000
Each year we record £3,000 as an expense, showing that the bus is being used and losing value.
When the bus is sold after 7 years for £5,000, we record a gain of £5,000 – (£30,000 – 7×£3,000) = £5,000 – £9,000 = -£4,000 (a loss).
This keeps the books honest and useful for planning.
How to calculate depreciation (Straight‑Line Method)
The most common method is the straight‑line method:
$$\text{Depreciation per year} = \frac{\text{Cost} - \text{Residual Value}}{\text{Useful Life}}$$
Example:
Cost = £12,000, Residual Value = £2,000, Useful Life = 5 years
$$\frac{12,000 - 2,000}{5} = \frac{10,000}{5} = £2,000 \text{ per year}$$
Exam Tips for 4.2
| Tip | Why It Matters |
|---|---|
| ✔️ Use the straight‑line method unless the question specifies otherwise. | It’s the default method in most exam questions. |
| ??? Note the disposal date – depreciation stops on the day the asset is sold or scrapped. | Missing this can lead to a wrong profit/loss figure. |
| 💡 Check for a residual value – it reduces the total amount depreciated. | Ignoring it will inflate the depreciation expense. |
| 🧮 Show the calculation clearly – write the formula and plug in the numbers. | Clear work is worth marks, even if the final answer is correct. |
Revision
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