Straight Line Method, Reducing Balance Method & Disposal of Assets | Cambridge O Level Accounting 7707
Most non-current assets (machinery, vehicles, equipment) do not last forever. Over time they lose value. Depreciation is the process of spreading the cost of a non-current asset over its useful economic life.
The original purchase price plus any costs to bring the asset into use (delivery, installation, legal fees).
The estimated value of the asset at the end of its useful life — what it can be sold for when it is no longer needed.
Cost minus residual value. This is the total amount to be depreciated over the asset's useful life.
Cost minus total accumulated depreciation to date. This is the value shown in the Statement of Financial Position.
Under the Straight Line Method, the same fixed amount of depreciation is charged every year. The depreciation charge is equal in each period of the asset's life.
A machine is purchased on 1 January 2023 for $20,000. Estimated useful life: 4 years. Estimated residual value: $2,000.
Annual depreciation = (20,000 − 2,000) ÷ 4 = $4,500 per year
| Year | Cost ($) | Depreciation ($) | Accumulated Dep. ($) | Net Book Value ($) |
|---|---|---|---|---|
| Start (Jan 2023) | 20,000 | — | — | 20,000 |
| Year 1 (2023) | 20,000 | 4,500 | 4,500 | 15,500 |
| Year 2 (2024) | 20,000 | 4,500 | 9,000 | 11,000 |
| Year 3 (2025) | 20,000 | 4,500 | 13,500 | 6,500 |
| Year 4 (2026) | 20,000 | 4,500 | 18,000 | 2,000 ✓ |
| Advantages | Disadvantages |
|---|---|
| Simple to calculate and understand | Does not reflect that assets often lose more value in early years |
| Equal charge each year — predictable impact on profit | Repair costs rise in later years, so total charge (depreciation + repairs) is uneven |
| Suitable for assets that are used evenly (e.g. buildings, furniture) | Less suitable for assets that lose value rapidly (e.g. vehicles, technology) |
Under the Reducing Balance Method, depreciation is calculated as a fixed percentage of the Net Book Value (the remaining book value) at the start of each year. Because the NBV falls each year, the depreciation charge also falls — larger in early years, smaller in later years.
A vehicle is purchased on 1 January 2023 for $20,000. Depreciation rate: 25% per annum on reducing balance.
| Year | NBV at Start ($) | Depreciation 25% ($) | NBV at End ($) |
|---|---|---|---|
| Year 1 (2023) | 20,000 | 5,000 | 15,000 |
| Year 2 (2024) | 15,000 | 3,750 | 11,250 |
| Year 3 (2025) | 11,250 | 2,813 | 8,437 |
| Year 4 (2026) | 8,437 | 2,109 | 6,328 |
| Advantages | Disadvantages |
|---|---|
| Reflects reality — assets lose more value in early years | More complex to calculate |
| Rising repair costs in later years offset falling depreciation — total charge more even | NBV never reaches zero — asset can appear on books indefinitely |
| Suitable for assets that depreciate quickly (vehicles, computers) | Harder to plan budgets as charge changes each year |
| Feature | Straight Line Method | Reducing Balance Method |
|---|---|---|
| Basis of calculation | Fixed amount each year (based on cost) |
Fixed % of NBV each year (based on remaining value) |
| Annual charge | Equal every year | Higher in early years, lower later |
| NBV at end of life | Equals residual value exactly | Never reaches zero |
| Suitable for | Buildings, furniture, fixtures (even use) | Vehicles, technology (rapid early loss) |
| Formula involves | Cost, residual value, useful life | NBV at start of year, rate % |
| Complexity | Simple | More complex |
Two ledger accounts are used to record depreciation: the Asset Account (kept at cost) and the Provision for Depreciation Account (accumulates total depreciation). The asset is never reduced directly — instead, accumulated depreciation is recorded separately.
Equipment purchased 1 Jan 2024 for $15,000. SLM, 3 years, residual value $3,000. Annual depreciation = (15,000 − 3,000) ÷ 3 = $4,000.
Equipment Account (at cost)
| Details | $ |
|---|---|
| 1 Jan 2024 — Bank/Cash | 15,000 |
| Balance b/d (2025) | 15,000 |
| Balance b/d (2026) | 15,000 |
| Details | $ |
|---|---|
| Balance c/d (2024) | 15,000 |
| Balance c/d (2025) | 15,000 |
| Balance c/d (2026) | 15,000 |
Provision for Depreciation — Equipment Account
| Details | $ |
|---|---|
| Balance c/d (2024) | 4,000 |
| Balance c/d (2025) | 8,000 |
| Balance c/d (2026) | 12,000 |
| Details | $ |
|---|---|
| 2024 — Dep. Expense | 4,000 |
| Balance b/d | 4,000 |
| 2025 — Dep. Expense | 4,000 |
| Balance b/d | 8,000 |
| 2026 — Dep. Expense | 4,000 |
| Non-Current Assets | $ | $ |
|---|---|---|
| Equipment — at cost | 15,000 | |
| Less: Accumulated depreciation | (12,000) | |
| Net Book Value (Carrying Amount) | 3,000 |
When a non-current asset is sold, scrapped, or traded in, the business must remove it from the books and calculate whether a profit or loss on disposal was made.
Transfer cost of asset to Disposal Account (CR the Asset Account, DR Disposal Account).
Transfer accumulated depreciation to Disposal Account (DR the Provision Account, CR Disposal Account).
Records cost, accumulated depreciation, and sale proceeds. The balancing figure is profit or loss on disposal.
A machine was purchased on 1 Jan 2022 for $12,000. Depreciation: SLM, 25% per annum, no residual value. On 31 Dec 2024, the machine is sold for $4,500. Prepare the Disposal Account.
Step 1 — Calculate accumulated depreciation:
Annual depreciation = 12,000 × 25% = $3,000. Years held: 3 (2022, 2023, 2024).
Accumulated depreciation = 3 × $3,000 = $9,000
Step 2 — Calculate NBV at date of disposal:
NBV = 12,000 − 9,000 = $3,000
Step 3 — Compare sale proceeds with NBV:
Sale proceeds $4,500 > NBV $3,000 → Profit on disposal = $1,500
Step 4 — Prepare the Disposal Account:
| Details | $ |
|---|---|
| Machine Account (cost) | 12,000 |
| Total | 12,000 |
| Details | $ |
|---|---|
| Provision for Depreciation | 9,000 |
| Bank (sale proceeds) | 4,500 |
| Profit on disposal → Income Statement | (1,500) |
| Total | 12,000 |
Using the same machine as above, but assume it was sold for $2,000 instead.
NBV = $3,000. Sale proceeds = $2,000 → Loss on disposal = $1,000
| Details | $ |
|---|---|
| Machine Account (cost) | 12,000 |
| Total | 12,000 |
| Details | $ |
|---|---|
| Provision for Depreciation | 9,000 |
| Bank (sale proceeds) | 2,000 |
| Loss on disposal → Income Statement | 1,000 |
| Total | 12,000 |
"Cost minus Scrap divided by Life"
C − S ÷ N (Cost minus Scrap value, divided by Number of years)
Think of the Disposal Account as a clearing account:
DR side: what the asset cost us (cost)
CR side: what we got back (accum. dep. + proceeds)
The difference = profit (cr side bigger) or loss (dr side bigger)
Question 1 Knowledge — 2 marks
State two causes of depreciation of non-current assets.
Any two of the following (1 mark each):
Question 2 Application — 4 marks
A business buys a vehicle on 1 January 2024 for $18,000. Residual value $3,000. Useful life: 5 years. Using the straight line method, calculate:
(i) Annual depreciation = (18,000 − 3,000) ÷ 5 = 15,000 ÷ 5 = $3,000 per year (2 marks)
(ii) NBV at 31 December 2025 (after 2 full years):
Accumulated depreciation = 2 × 3,000 = $6,000
NBV = 18,000 − 6,000 = $12,000 (2 marks)
Question 3 Application — 4 marks
A machine costs $24,000 on 1 January 2023. Depreciation rate: 20% per annum reducing balance. Calculate the depreciation charge and net book value for each of the first three years.
| Year | NBV at Start ($) | Depreciation 20% ($) | NBV at End ($) |
|---|---|---|---|
| 2023 | 24,000 | 4,800 | 19,200 |
| 2024 | 19,200 | 3,840 | 15,360 |
| 2025 | 15,360 | 3,072 | 12,288 |
Question 4 Application — 6 marks
A business purchased equipment on 1 January 2022 for $30,000. It depreciates equipment at 10% per annum straight line, with no residual value. On 31 December 2024, the equipment is sold for $18,000.
Prepare the Disposal Account and state whether a profit or loss arises.
Step 1: Annual depreciation = 30,000 × 10% = $3,000
Years: 2022, 2023, 2024 = 3 years
Accumulated depreciation = 3 × 3,000 = $9,000
Step 2: NBV at disposal = 30,000 − 9,000 = $21,000
Step 3: Sale proceeds $18,000 < NBV $21,000 → Loss = $3,000
| Details | $ |
|---|---|
| Equipment Account (cost) | 30,000 |
| Loss on disposal → I/S | 3,000 |
| Total | 33,000 |
| Details | $ |
|---|---|
| Provision for Depreciation | 9,000 |
| Bank (sale proceeds) | 18,000 |
| Total | 27,000 |
Question 5 Analysis — 4 marks
A business is choosing between the straight line method and the
reducing balance method to depreciate a new delivery van.
Recommend which method is more suitable and give two reasons
to support your answer.
Recommended method: Reducing Balance Method (1 mark)
Reason 1: A delivery van loses a large proportion of its value in the first few years of ownership — the reducing balance method reflects this by charging a higher depreciation expense in early years. (1 mark)
Reason 2: In later years, the van will require more maintenance and repairs. As depreciation falls under RBM in later years, the combined charge (depreciation + repairs) remains more evenly spread — giving a fairer charge to the Income Statement each period. (1 mark)
Reason 3 (additional): The NBV under RBM more closely reflects the market (resale) value of the van — giving a more accurate picture of the asset in the Statement of Financial Position. (1 mark)