Financial Statements and Business Performance

Inventory Accounting and Valuation

Module 5

Module 05: Inventory Accounting and Valuation

Revenue is the first line of the income statement. The very next line is the cost of what was sold, and that cost comes out of inventory. Module 5 is about one deceptively simple question: when identical items are bought at different prices, which price do you attach to the units that went out, and which to the units still sitting in the store? Every rupee you put into closing inventory is a rupee you take out of cost of sales, and therefore a rupee you add to profit. That is why this module is almost entirely numerical, and why auditors spend more time on inventory than on almost any other balance.

5.1 Why inventory valuation drives reported profit

Income statement showing revenue less cost of goods sold giving gross profit, then operating profit, profit before tax and net profit

The income statement above makes the mechanism visible. Revenue 70,000 less cost of goods sold 40,000 gives gross profit 30,000; after SGA 10,000, interest 2,000 and tax 3,600 the net profit is 14,400. The only figure the accountant has real discretion over is the 40,000, and that figure is a residual:

ƒCost of goods sold
Cost of goods sold=Opening inventory+PurchasesClosing inventory\text{Cost of goods sold} = \text{Opening inventory} + \text{Purchases} - \text{Closing inventory}

For a manufacturer the same identity is written as:

ƒCost of goods manufactured
Cost of goods manufactured=Total manufacturing expenses of the periodClosing inventory\text{Cost of goods manufactured} = \text{Total manufacturing expenses of the period} - \text{Closing inventory}

Memory hook: Closing inventory is the swing figure. Overvalue it and profit is overstated; undervalue it and profit is understated. Nothing else in the trading account is as easy to move.

Inventory has three components:

ComponentWhat it isWho holds it
Raw materialBought-in material and components not yet drawn for productionStores department
Work in progress (WIP)Material drawn plus labour and direct expenses on units not yet completeProduction shop
Finished goods (FG)Completed units awaiting saleSales warehouse

A trading (merchandise) firm buys and sells without adding value, so it has only one component, finished goods. A manufacturing firm has all three. A pure service firm may have none at all.

5.2 Periodic inventory valuation

In periodic valuation you do not record each issue. At the end of the accounting period you physically count the unsold units, assign a value to them, and derive cost of sales as a residual.

Worked example (the television dealer). A firm bought 100 televisions in three lots over six months: 30 units at Rs 10,000, then 40 units at Rs 9,000, then 30 units at Rs 11,000. It sold 80 units at an average price of Rs 14,000. The accountant valued the 20 unsold units at Rs 2,20,000.

ItemWorkingAmount (Rs)
Total purchase value30 × 10,000 + 40 × 9,000 + 30 × 11,0009,90,000
Less: closing inventory (assigned)2,20,000
Cost of sales9,90,000 − 2,20,0007,70,000
Sales80 × 14,00011,20,000
Profit11,20,000 − 7,70,0003,50,000

Periodic valuation suits a trading firm dealing in a few items whose closing quantity is small enough to count.

5.3 Perpetual inventory valuation

In perpetual valuation an entry is made at every receipt and every issue, and the balance quantity and balance value are updated after each transaction. The ledger carries three blocks of columns, each with units, rate and value:

Purchases (units / rate / value)Issues (units / rate / value)Balance (units / rate / value)

Worked example (constant price). An automobile company buys a component on the 1st of each month and issues it to production on the 15th, always at Rs 200 per unit.

MonthPurchase unitsPurchase valueIssue unitsIssue valueBalance unitsBalance value
Jan5001,00,00040080,00010020,000
Feb6001,20,0005001,00,00020040,000
Mar8001,60,0009001,80,00010020,000
Total1,9003,80,0001,8003,60,00010020,000

Answer: purchases 3,80,000 less issues 3,60,000 leaves closing inventory 20,000, which ties to 100 units at Rs 200.

When perpetual is required. A car manufacturer buys around 500 different components. Physical counting of every bin is not feasible, so the record itself must supply the closing value. Perpetual accounting also lets the storekeeper state the inventory value at any moment, which matters when a bank lending against inventory demands a monthly stock statement.

PeriodicPerpetual
Entries madeOnly purchasesEvery purchase and every issue
Closing inventory found byPhysical count, then valuationReading the balance column
Cost of salesResidual (purchases less closing stock)Sum of the issue-value column
SuitsFew items, small closing quantity, stable pricesMany items, counting infeasible, volatile prices
Value availableOnly at period endAt any time

5.4 The six-month dataset: the module's anchor problem

Everything from 5.5 to 5.9 works the same data. Relax the constant-price assumption and add three more months.

DateReceipt (units)Rate (Rs)Purchase value (Rs)DateIssue (units)
1 Jan5002001,00,00015 Jan400
1 Feb6002301,38,00015 Feb500
1 Mar8002101,68,00015 Mar900
1 Apr1,0001801,80,00015 Apr800
1 May7002201,54,00015 May500
1 Jun4002501,00,00015 Jun600
Total4,0008,40,0003,700

Closing quantity is 300 units under every method. The purchase value of Rs 8,40,000 is also identical under every method. Only the split between consumption and closing stock changes.

Common trap: Candidates try to "check" a method by re-adding purchases. Purchases never differ. The only thing you can get wrong is the split.

5.5 Specific identification method

If each unit can be traced to the lot it came from (a barcode carrying the purchase price, for instance), value the closing stock unit by unit and derive consumption as the residual.

Given: of the 300 closing units, 100 were bought in June at Rs 250 and 200 in May at Rs 220.

Closing stock=(100×250)+(200×220)=25,000+44,000=69,000\text{Closing stock} = (100 \times 250) + (200 \times 220) = 25{,}000 + 44{,}000 = 69{,}000
Consumption=8,40,00069,000\text{Consumption} = 8{,}40{,}000 - 69{,}000

Answer: closing inventory Rs 69,000, material consumption Rs 7,71,000.

Suitable only when closing units are few and a technology exists to read the acquisition price off the item.

5.6 First-In-First-Out (FIFO)

Assumption: the units purchased earliest are issued first. Physically this is the storekeeper who empties the oldest box before opening the next one. The accountant applies the assumption whatever the storekeeper actually does.

DateIssue units and rateIssue value (Rs)Balance after
15 Jan400 at 20080,000100 at 200 = 20,000
15 Feb100 at 200 + 400 at 23020,000 + 92,000 = 1,12,000200 at 230 = 46,000
15 Mar200 at 230 + 700 at 21046,000 + 1,47,000 = 1,93,000100 at 210 = 21,000
15 Apr100 at 210 + 700 at 18021,000 + 1,26,000 = 1,47,000300 at 180 = 54,000
15 May300 at 180 + 200 at 22054,000 + 44,000 = 98,000500 at 220 = 1,10,000
15 Jun500 at 220 + 100 at 2501,10,000 + 25,000 = 1,35,000300 at 250 = 75,000
Total3,700 units7,65,000300 units = 75,000

Answer: FIFO consumption Rs 7,65,000, closing inventory Rs 75,000 (8,40,000 − 7,65,000 = 75,000, which ties).

Notice that under FIFO the closing stock always carries the most recent prices (all 300 units at the June rate of 250), so the balance sheet inventory figure is close to current replacement cost.

5.7 Last-In-First-Out (LIFO)

Assumption: the units purchased most recently are issued first. Physically this is a stack where new arrivals go on top. LIFO forces you to keep layers, because whatever the recent lots cannot absorb is drawn from older layers that then survive for years.

DateIssue units and rateIssue value (Rs)Closing layers after
15 Jan400 at 20080,000100 at 200 = 20,000
15 Feb500 at 2301,15,000100 at 200 + 100 at 230 = 43,000
15 Mar800 at 210 + 100 at 2301,68,000 + 23,000 = 1,91,000100 at 200 = 20,000
15 Apr800 at 1801,44,000100 at 200 + 200 at 180 = 56,000
15 May500 at 2201,10,000100 at 200 + 200 at 180 + 200 at 220 = 1,00,000
15 Jun400 at 250 + 200 at 2201,00,000 + 44,000 = 1,44,000100 at 200 + 200 at 180 = 56,000
Total3,700 units7,84,000300 units = 56,000

Answer: LIFO consumption Rs 7,84,000, closing inventory Rs 56,000.

Memory hook: The June closing stock under LIFO is 100 January units at Rs 200 and 200 April units at Rs 180. Not a single unit of it is priced at a May or June rate. That is the whole point of LIFO layering, and the whole problem with it.

The long-run LIFO problem. After a few years the closing stock carries price points from several past years and becomes meaningless as a balance sheet number. Accountants who use LIFO periodically average the whole inventory value and treat that single figure as the latest purchase value, erasing the historical layers.

Legality. Most countries, India included, disallow LIFO. The United States permits it. You still need to know the mechanics because you may work for a US-reporting company.

5.8 Weighted average method

Assumption: all lots are interchangeable. Recompute the average rate at every receipt, and apply that rate to every issue until the next receipt.

ƒWeighted average rate
Weighted average rate=Value of stock on hand+Value of new purchaseUnits on hand+Units purchased\text{Weighted average rate} = \frac{\text{Value of stock on hand} + \text{Value of new purchase}}{\text{Units on hand} + \text{Units purchased}}

The rate track, receipt by receipt:

Receipt dateWorkingNew average rate (Rs)
1 Jan1,00,000 ÷ 500200.00
1 Feb(20,000 + 1,38,000) ÷ 700225.71
1 Mar(45,143 + 1,68,000) ÷ 1,000213.14
1 Apr(21,314 + 1,80,000) ÷ 1,100183.01
1 May(54,904 + 1,54,000) ÷ 1,000208.90
1 Jun(1,04,452 + 1,00,000) ÷ 900227.17

The rate falls when the new lot is cheaper than the running average (March 225.71 to 213.14, April to 183.01) and rises when it is dearer (May to 208.90, June to 227.17).

The issue ledger:

Issue dateUnitsRate (Rs)Issue value (Rs)Balance unitsBalance value (Rs)
15 Jan400200.0080,00010020,000
15 Feb500225.711,12,85720045,143
15 Mar900213.141,91,82910021,314
15 Apr800183.011,46,41030054,904
15 May500208.901,04,4525001,04,452
15 Jun600227.171,36,30130068,151
Total3,7007,71,84930068,151

Answer: weighted average consumption Rs 7,71,849, closing inventory Rs 68,151.

5.9 The four-method comparison

The four inventory valuation methods and what each assumes about cost flow

This table is the central exam artefact of the module.

MethodPurchase value (Rs)Consumption / cost of sales (Rs)Closing inventory (Rs)
Specific identification8,40,0007,71,00069,000
FIFO8,40,0007,65,00075,000
LIFO8,40,0007,84,00056,000
Weighted average8,40,0007,71,84968,151

Read it in three moves:

  1. Purchase value is identical. The method never changes what you paid.
  2. Prices rose from 200 in January to 250 in June. Under rising prices LIFO charges the newest, highest costs to consumption, so consumption is highest (7,84,000) and closing stock lowest (56,000). FIFO does the reverse.
  3. Weighted average always lands between FIFO and LIFO on both lines. That moderating property is why most Indian companies use it.
ƒThe inventory split check
Consumption+Closing inventory=Opening stock+Purchases\text{Consumption} + \text{Closing inventory} = \text{Opening stock} + \text{Purchases}
Where: opening stock is zero in this dataset, so consumption plus closing inventory equals purchases. Use this identity to check every answer you produce.

5.10 Choosing a method: profit, tax and consistency

Price environmentMethod that raises consumptionEffect on profitEffect on tax
Rising prices (inflation)LIFOLower reported profitLower tax outflow
Falling prices (deflation)FIFOLower reported profitLower tax outflow
EitherWeighted averageModeratedModerated saving

Accounting regulations let a company choose any one of the four methods, and tax authorities accept any of them. But the consistency concept applies: once chosen, the same method must be followed in later years, and a change must be disclosed.

Common trap: "LIFO saves tax" is only true under inflation. Under falling prices it is FIFO that saves tax. Always check the direction of the price movement before answering.

5.11 Retail method

Retail stores handle several hundred items, so neither formal perpetual accounting nor physical verification is practical. The retail method works backwards from sales using the average gross margin.

ƒRetail method: cost of sales
Cost of sales=Sales(Sales×Average gross margin %)\text{Cost of sales} = \text{Sales} - (\text{Sales} \times \text{Average gross margin }\%)
ƒRetail method: closing inventory
Closing inventory=Opening stock+PurchasesCost of sales\text{Closing inventory} = \text{Opening stock} + \text{Purchases} - \text{Cost of sales}

Given: opening stock Rs 20 lakh, purchases Rs 300 lakh, sales Rs 280 lakh, average gross margin 5%.

Substituting
Cost of sales=280(5%×280)=28014=266 lakh\text{Cost of sales} = 280 - (5\% \times 280) = 280 - 14 = 266 \text{ lakh}
Closing inventory=20+300266\text{Closing inventory} = 20 + 300 - 266

Answer: cost of sales Rs 266 lakh, closing inventory Rs 54 lakh.

The method assumes a uniform gross margin across all items. If margins differ by category, the store must split sales by category and apply each category's margin separately. Where barcode scanning already captures item-level cost, the retail method (which is only an approximation) is unnecessary.

5.12 Inventory accounting in manufacturing companies

Inventory cost flow from raw materials through work in progress to cost of goods sold

Cost flows through three accounts in sequence:

Raw material → Work in progress → Finished goods → Cost of sales

Rules the lecture insists on:

  • Freight-in is capitalised. Transport and other charges incurred to bring material to the stores are added into the rate per unit.
  • If inward costs cannot be traced to individual items, they are pooled and allocated to the cost of goods manufactured on a basis such as material quantity or material value.
  • WIP absorbs material, labour and direct manufacturing expenses. A share of indirect manufacturing expenses (factory rent, supervisor salary, repairs, insurance, quality control, depreciation on plant) is also allocated to finished goods.
  • Some companies separate period costs (factory rent, insurance) and charge them directly to finished goods, never to work in progress.

Worked example (garment manufacturer, January 2024).

Given: material worth Rs 3,00,000 received on 1 January. On 5 January the production department drew Rs 2,00,000 of cloth for 1,000 shirts. The shop incurred Rs 1,00,000 of direct expenses on those 1,000 units. 800 units were completed and transferred to the warehouse on 31 January; 200 remain in the shop. 10% of the shop expenses are attributed to the 200 WIP units and 90% to completed units. The shop also spent Rs 60,000 of period cost, charged wholly to completed units. Of the 800 finished units, 600 were sold for Rs 3,00,000.

Raw material account

Rs
Purchases3,00,000
Less: issued to production2,00,000
Closing raw material1,00,000

Work in progress account

Rs
Material received from stores2,00,000
Direct expenses1,00,000
Total in WIP3,00,000
Less: transferred to finished goods2,50,000
Closing WIP50,000
Transfer to FG=(2,00,000×8001,000)+(90%×1,00,000)=1,60,000+90,000=2,50,000\text{Transfer to FG} = \left(2{,}00{,}000 \times \frac{800}{1{,}000}\right) + (90\% \times 1{,}00{,}000) = 1{,}60{,}000 + 90{,}000 = 2{,}50{,}000
Closing WIP=(2,00,000×2001,000)+(10%×1,00,000)=40,000+10,000=50,000\text{Closing WIP} = \left(2{,}00{,}000 \times \frac{200}{1{,}000}\right) + (10\% \times 1{,}00{,}000) = 40{,}000 + 10{,}000 = 50{,}000

Finished goods account

Rs
Cost of goods manufactured from WIP2,50,000
Add: period cost charged directly60,000
Cost of 800 completed units3,10,000
Less: cost of 600 units sold (3,10,000 × 600 ÷ 800)2,32,500
Closing finished goods77,500

Profit and loss

Rs
Sales3,00,000
Less: cost of sales2,32,500
Profit67,500

Reconciliation (always do this). Total spend for the period = 3,00,000 material + 1,00,000 direct expenses + 60,000 period cost = 4,60,000. That splits into cost of sales 2,32,500 and inventory 2,27,500 (raw material 1,00,000 + WIP 50,000 + finished goods 77,500).

2,32,500+2,27,500=4,60,0002{,}32{,}500 + 2{,}27{,}500 = 4{,}60{,}000

Answer: closing inventory Rs 2,27,500 in total, profit Rs 67,500, reconciliation ties at Rs 4,60,000.

Common trap: Period cost is added at the finished goods stage. If you push the 60,000 into WIP you will get closing WIP of 62,000 and the whole reconciliation collapses.

5.13 Inventory accounting in service industries

Service firms have no raw material and no finished goods, but firms that execute jobs for clients do have work in progress.

  • A job cost sheet is opened for each client job. Employee costs and other direct project expenses are booked to it as they are incurred.
  • The sheet is closed when the job is completed and handed over.
  • Therefore:
ƒClosing work in progress in a service firm
Closing WIP=Sum of balances on all open job cost sheets at the year end\text{Closing WIP} = \text{Sum of balances on all open job cost sheets at the year end}

Pure service firms such as Amazon Retail, Blue Dart, LIC and Air India carry no inventory at all, not even WIP.

5.14 Cost or net realisable value, whichever is lower

The lower of cost or net realisable value rule

Every example so far assumed market value exceeds cost. When it does not, the conservatism concept requires the lower figure to be used. If a market value is not available (which is normal for work in progress), use net realisable value.

ƒNet realisable value
NRV=Expected selling priceCosts still to be incurred to complete\text{NRV} = \text{Expected selling price} - \text{Costs still to be incurred to complete}

Given: WIP recorded at cost Rs 20,000; a further Rs 10,000 is needed to complete the units; the completed units sell for Rs 28,000.

NRV=28,00010,000=18,000\mathrm{NRV} = 28{,}000 - 10{,}000 = 18{,}000

Cost 20,000 exceeds NRV 18,000.

Answer: carry the work in progress at Rs 18,000 and write down Rs 2,000.

5.15 Exercise 1: Ajanta Electricals (periodic, profit comparison)

Given: a Crompton fan dealer holds 3,000 units on 1 January 2023 purchased at Rs 600. During January it buys 15,000 units at Rs 620 and sells 14,000 units at Rs 720. Closing stock is 4,000 units. Find the profit under FIFO, LIFO and weighted average.

Sales are the same under all methods:

Sales=14,000×720=1,00,80,000\text{Sales} = 14{,}000 \times 720 = 1{,}00{,}80{,}000

FIFO. The 14,000 units sold are the 3,000 opening units plus 11,000 of the January purchase.

COSFIFO=(3,000×600)+(11,000×620)=18,00,000+68,20,000=86,20,000\mathrm{COS}_{\mathrm{FIFO}} = (3{,}000 \times 600) + (11{,}000 \times 620) = 18{,}00{,}000 + 68{,}20{,}000 = 86{,}20{,}000

LIFO. All 14,000 come out of the 15,000 bought in January.

COSLIFO=14,000×620=86,80,000\mathrm{COS}_{\mathrm{LIFO}} = 14{,}000 \times 620 = 86{,}80{,}000
Weighted average
Rate=(3,000×600)+(15,000×620)18,000=1,11,00,00018,000=616.67\text{Rate} = \frac{(3{,}000 \times 600) + (15{,}000 \times 620)}{18{,}000} = \frac{1{,}11{,}00{,}000}{18{,}000} = 616.67
COSWA=14,000×616.67=86,33,333\mathrm{COS}_{\mathrm{WA}} = 14{,}000 \times 616.67 = 86{,}33{,}333
FIFOLIFOWeighted average
Sales (Rs)1,00,80,0001,00,80,0001,00,80,000
Cost of sales (Rs)86,20,00086,80,00086,33,333
Profit (Rs)14,60,00014,00,00014,46,667

Answer: FIFO 14,60,000, LIFO 14,00,000, weighted average 14,46,667. Prices rose from 600 to 620, so LIFO shows the lowest profit and weighted average sits between the two.

This exercise is worked periodically: individual transactions are ignored because the selling price is constant throughout.

5.16 Exercise 2: Cutfast Engineering (perpetual, one month)

Cutfast manufactures steel products and buys steel weekly. Prices move both up and down within the month, so the ledger must be perpetual.

Transactions

DayPurchase unitsRate (Rs)Purchase value (Rs)DayIssue units
11,0001201,20,0002300
82,5001303,25,0004200
151,8001252,25,0006400
223,0001203,60,00010800
292,0001402,80,000131,400
191,600
24900
282,200
30500
311,800
Total10,30013,10,00010,100

Closing quantity is 200 units under all three methods.

FIFO issue ledger

DaySplit appliedIssue value (Rs)Closing units
2300 at 12036,000700
4200 at 12024,000500
6400 at 12048,000100
10100 at 120 + 700 at 1301,03,0001,800
131,400 at 1301,82,000400
19400 at 130 + 1,200 at 1252,02,000600
24600 at 125 + 300 at 1201,11,0002,700
282,200 at 1202,64,000500
30500 at 12060,0002,000
311,800 at 1402,52,000200
Total12,82,000200 at 140 = 28,000

LIFO issue ledger

DaySplit appliedIssue value (Rs)
2 / 4 / 6300, 200, 400 all at 12036,000 / 24,000 / 48,000
10800 at 1301,04,000
131,400 at 1301,82,000
191,600 at 1252,00,000
24900 at 1201,08,000
282,100 at 120 + 100 at 1252,64,500
30500 at 14070,000
311,500 at 140 + 100 at 125 + 200 at 1302,48,500
Total12,85,000

The day-31 issue is the one to study: it needs a three-way split because the 29th purchase of 2,000 has already given up 500 on day 30, the 15th purchase has only 100 left after day 28, and the balance 200 has to be drawn back from the 8th purchase. Closing stock is 100 at 130 plus 100 at 120 = Rs 25,000.

Weighted average. Only the average rate needs tracking: 120.00 → 129.62 (day 8) → 125.84 (day 15) → 120.97 (day 22) → 136.19 (day 29). Total consumption Rs 12,82,761, closing inventory Rs 27,239.

FIFOLIFOWeighted average
Purchases (Rs)13,10,00013,10,00013,10,000
Consumption (Rs)12,82,00012,85,00012,82,761
Closing stock (Rs)28,00025,00027,239

Common trap: Here prices go 120 → 130 → 125 → 120 → 140, not steadily up. The weighted average consumption (12,82,761) is nonetheless between the two extremes, which is the property that always holds. Do not assume FIFO must be the lowest because "prices rose"; check the actual path.

5.17 Exercise 3: Digital World (tax and cash flow effects)

Given: a dealer in HP laptops buys 3,000 units in two lots, 1,200 at Rs 60,000 and 1,800 at Rs 70,000, and sells 2,500 units at Rs 80,000. Tax rate 30%. All purchases and sales are on a cash basis. Work in thousands of rupees.

Sales=2,500×80=2,00,000\text{Sales} = 2{,}500 \times 80 = 2{,}00{,}000
FIFOLIFOWeighted average
Sales2,00,0002,00,0002,00,000
Cost of sales(1,200 × 60) + (1,300 × 70) = 1,63,000(1,800 × 70) + (700 × 60) = 1,68,0002,500 × 66 = 1,65,000
Profit before tax37,00032,00035,000
Tax at 30%11,1009,60010,500
Profit after tax25,90022,40024,500

The weighted average rate is the average of the entire purchase, not of the units sold:

Rate=(1,200×60)+(1,800×70)3,000=1,98,0003,000=66 per unit\text{Rate} = \frac{(1{,}200 \times 60) + (1{,}800 \times 70)}{3{,}000} = \frac{1{,}98{,}000}{3{,}000} = 66 \text{ per unit}

Cash flow. All 3,000 units were paid for in cash.

FIFOLIFOWeighted average
Cash from customers (2,500 × 80)2,00,0002,00,0002,00,000
Cash paid to suppliers (1,200 × 60 + 1,800 × 70)1,98,0001,98,0001,98,000
Pre-tax cash flow+2,000+2,000+2,000
Less: tax paid11,1009,60010,500
Post-tax cash flow−9,100−7,600−8,500

Memory hook: Pre-tax cash flow is identical under all three methods. The accounting policy cannot touch it, which is exactly why analysts trust operating cash flow more than reported profit. Only post-tax cash flow differs, and it differs solely through the tax cheque.

Answer: PAT 25,900 / 22,400 / 24,500; pre-tax cash flow +2,000 in every case; post-tax cash flow −9,100 / −7,600 / −8,500. LIFO is least negative because prices rose from 60,000 to 70,000.

5.18 Exercise 4: NaturePro (cost flow with opening balances)

Given: opening material 200, WIP 60, finished goods 140. During the period the company purchased material 800 and paid transport 80; production drew material 900; salaries and wages 300; other manufacturing expenses 300; 1,400 of finished chemicals transferred to the warehouse; goods costing 1,200 sold for 1,800; selling and administrative expenses 100; tax rate 30%.

AccountWorkingClosing
Material200 + 800 + 80 − 900180
Work in progress60 + 900 + 300 + 300 − 1,400160
Finished goods140 + 1,400 − 1,200340
Total inventory180 + 160 + 340680

Profit and loss

Amount
Revenue1,800
Less: cost of sales1,200
Gross profit600
Less: selling and administrative expenses100
Profit before tax500
Less: tax at 30%150
Profit after tax350

Answer: closing material 180, WIP 160, finished goods 340, total inventory 680, PAT 350.

Note that the transport charge of 80 is added to material, not expensed, which is the freight-in rule from 5.12. A useful mental map: the material account is the stores department, WIP is the production department, finished goods is the sales department.

5.19 A nuance the lectures demonstrate but never name

Periodic LIFO and perpetual LIFO give different answers. Ajanta Electricals applies LIFO once at period end against total purchases; Cutfast Engineering applies it transaction by transaction, which forces layer tracking and produces splits that a period-end calculation would never generate. FIFO is far less sensitive to this choice; LIFO is highly sensitive to it.

Periodic applicationPerpetual application
FIFOSame closing stock either way in most casesSame
LIFOLatest purchases of the whole period are consumedLatest purchases available on the issue date are consumed
Weighted averageOne rate for the whole periodRate re-struck at every receipt (moving average)

5.20 Summary and the fraud warning

  • Cost of goods manufactured equals total manufacturing expenses of the period less closing inventory, so inventory valuation directly sets profit.
  • Periodic valuation counts and values; perpetual valuation records every movement and can state the value at any time.
  • Four methods: specific identification, FIFO, LIFO, weighted average. Purchase value is common to all; only the consumption / closing split moves.
  • Under rising prices: LIFO consumption highest, profit and tax lowest, closing stock stalest. FIFO the reverse. Weighted average in between, which is why it dominates Indian practice.
  • LIFO is disallowed in India and most countries; the US allows it.
  • The retail method backs cost of sales out of sales using the average gross margin.
  • Manufacturers track cost through raw material → WIP → finished goods, capitalise freight-in, and may charge period cost straight to finished goods.
  • Service firms carry WIP equal to the sum of open job cost sheets; pure service firms carry none.
  • Inventory is carried at cost or net realisable value, whichever is lower.

Common trap: Many accounting frauds are inventory frauds. Inflating closing stock raises profit without any cash ever moving, which is why auditors examine inventory valuation before certifying the statements, and why analysts read profit alongside operating cash flow. Module 7's REI Agro case is exactly this failure.