The cost accounting system used by process is called process costing.
To prepare bread, we need mixing of white flour, ghee, sugar, eggs, baking powder etc.
From this mixture, different size of bread can be prepared.
These sized are baked in oven.
Baked bread cut and packed.
Process costing is applied in the oil refinery, chemical, timber, textile, sugar mill and food processing industries.
These companies set the right prices for their products and determine whether costs are tracking in line with forecasts.
A separate process account is prepared for each process.
Materials, labour, overhead, machine expenses etc are debited in each process.
Process costing helps to determine the cost of their products at each stage of the process of manufacturing.
It helps to control costs, evaluate performance and check the products at each stage.
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Accounting Equation |
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Journal Entries in Nepali |
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Journal Entries |
|
Journal Entry and Ledger |
|
Ledger |
|
Subsidiary Book |
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Cashbook |
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Trial Balance and Adjusted Trial Balance |
|
Bank Reconciliation Statement (BRS) |
|
Depreciation |
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Accounting Process |
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Accounting for Long Lived Assets |
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Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
PROBLEM: 1A
A product passes through three distinct processes to complete. 500 units were introduced. The output was also 500 units. The following information is available:
|
Process A |
Process B |
Process C |
Direct materials |
35,000 |
16,000 |
15,000 |
Direct labour |
25,000 |
20,000 |
25,000 |
Direct expenses |
10,000 |
8,000 |
7,000 |
The works expenses were $14,000 is to be apportioned on the basis of direct wages. There is not any stock and work in progress as opening stock and closing stock.
Required: Process A, B and C accounts with cost per unit (CPU).
[Answer: PA = $75,000 and 150;
PB = $123,000 and $246;
PC = $175,000 and $350]
SOLUTION:
Works expenses = 14,000 x 25: 20: 25 = 5,000: 4,000: 5,000
CPU = Amount ÷ 500 units
Process A Account
Particulars |
CPU |
Amount |
Particulars |
CPU |
Amount |
To Direct materials |
70 |
35,000 |
By Process B account |
150 |
75,000 |
To Direct labour |
50 |
25,000 |
|
|
|
To Direct expenses |
20 |
10,000 |
|
|
|
To Works expenses |
10 |
5,000 |
|
|
|
|
150 |
75,000 |
|
150 |
75,000 |
Process B Account
Particulars |
CPU |
Amount |
Particulars |
CPU |
Amount |
To Process A account |
150 |
75,000 |
By Process C account |
246 |
123,000 |
To Direct materials |
32 |
16,000 |
|
|
|
To Direct labour |
40 |
20,000 |
|
|
|
To Direct expenses |
16 |
8,000 |
|
|
|
To Works expenses |
8 |
4,000 |
|
|
|
|
246 |
123,000 |
|
246 |
123,000 |
Process C Account
Particulars |
CPU |
Amount |
Particulars |
CPU |
Amount |
To Process B account |
246 |
123,000 |
By Finished goods account |
350 |
175,000 |
To Direct materials |
30 |
15,000 |
|
|
|
To Direct labour |
50 |
25,000 |
|
|
|
To Direct expenses |
14 |
7,000 |
|
|
|
To Works expenses |
10 |
5,000 |
|
|
|
|
350 |
175,000 |
|
350 |
175,000 |
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While processing raw materials into finished goods, there may be some losses on nature of raw materials.
This type of loss incurred between input and output of the goods.
There are two types of losses and one gain in process account; they are:
· Normal loss
· Abnormal loss
· Abnormal gain
When the company cannot stop or control loss of goods in natural basis; it is called normal loss.
Such as weight loss, shrinkage, evaporation, rusts etc.
If normal loss does not give any sales value is called wastage.
However, if sales price realized is called scrap value.
A provision for such a loss is made before starting production.
Normal loss units = Input units – Normal output units
Normal Loss Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Process A account |
xxx |
xxx |
By Cash/Debtors |
xxx |
xxx |
To Process B account |
xxx |
xxx |
(Units x Scrap rate |
|
|
To Process C account |
xxx |
xxx |
according to related process) |
|
|
xxxx |
xxxx |
xxxx |
xxxx |
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
PROBLEM: 1B
A product passes through two processes named A and B. the normal wastage of each process is as following:
Process A 10% Process B 5%
Normal loss of process A was sold at $10 per unit while process B at $30 per unit. 2,000 units of raw materials were issued to process A at cost of $20 per unit. The other expenses were as following:
Expenses |
Process A |
Process B |
|
Sundry expenses |
$20,000 |
$30,000 |
|
Direct labour |
$50,000 |
$60,000 |
|
Direct expenses |
$29,000 |
$28,500 |
|
Output in units |
18,000 |
17,100 |
|
The factory overhead of $55,000 is allocated on the basis of direct labour ratio of each process.
There were no opening and closing stock.
Required: (1) Process A account; (2) Process B account; (3) Normal loss account
[Answer: PA = 1,800 units and $162,000;
PB = 1,710 units and $307,800;
NL = 290 units and $4,700]
SOLUTION:
Factory overhead = 55,000 x 5: 6 = 25,000: 30,000
Process A Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Raw materials |
2,000 |
40,000 |
By Normal loss account |
200 |
2,000 |
To Sundry materials |
|
20,000 |
[2,000 units@10% x $10] |
|
|
To Direct labour |
|
50,000 |
By Process B account |
1,800 |
162,000 |
To Direct expenses |
|
29,000 |
|
|
|
To Factory overhead |
|
25,000 |
|
|
|
|
2,000 |
164,000 |
|
2,000 |
164,000 |
Process B Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Process A account |
1,800 |
162,000 |
By Normal loss account |
90 |
2,700 |
To Sundry materials |
|
30,000 |
[1,800 units@5% x $30] |
|
|
To Direct labour |
|
60,000 |
By Finished goods account |
1,710 |
307,800 |
To Direct expenses |
|
28,500 |
|
|
|
To Factory overhead |
|
30,000 |
|
|
|
|
1,800 |
310,500 |
|
1,800 |
310,500 |
Normal Loss Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
|
To Process A |
200 |
2,000 |
By Cash |
(PA: 200 x $10) |
200 |
2,000 |
To Process B |
90 |
2,700 |
|
(PB: 90 x $30) |
90 |
2,700 |
|
290 |
4,700 |
|
|
290 |
4,700 |
When the company can stop or control loss but could not control, it is known as abnormal loss.
This loss is due to carelessness, fatigue, rough handling, abnormal or bad working condition, lack of proper knowledge, low quality raw materials, machine break down, accident etc.
So it is called avoidable loss.
It is controllable loss and can be avoided by proper knowledge.
Abnormal loss units |
= Input – Normal loss – Actual output |
Abnormal loss |
= Total scrap – Normal loss |
Value of abnormal loss |
= (Normal cost ÷ Normal output) x Abnormal loss units |
Or |
= (Dr amount – Cr amount) ÷ (Dr units – Cr units) x Abnormal loss units |
Abnormal Loss Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Process A account |
xxx |
xxx |
By Cash/Debtors |
xxx |
xxx |
To Process B account |
xxx |
xxx |
(Input rate of normal loss) |
|
|
|
|
|
By P&L Account (b/f) |
xxx |
xxx |
xxxx |
xxxx |
xxxx |
xxxx |
Differences between Normal Loss and Abnormal Loss
Bases |
Normal Loss |
Abnormal Loss |
Factor |
Normal arises due to internal factors |
Abnormal arises due to external factors |
Nature |
It is recurring/frequent in nature |
It is accidental in nature |
Estimation |
It can be estimated from the past experience |
It cannot be estimated in advance |
Insurance |
It is not insurable loss |
It is insurable loss |
Prevention |
It is un-avoidable loss |
It is avoidable loss |
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
PROBLEM: 1C
Following data are taken from Magic Footwear Company:
Received from second last process 1,000 units @ $50 per unit
Expenses related to last process:
Output of last process |
850 units |
Factory overhead |
$10,000 |
Wages |
$20,000 |
Normal loss |
10% of input |
Indirect materials |
$20 per unit |
Scrap value |
$10 per unit |
Required: (a) Last process account; (b) Normal loss account; (c) Abnormal loss account
[Answer: LP = 850 units and $92,500; LN = 100 units and $1,000;
ANL = P & L (Cr, b/f) $5,000]
SOLUTION:
Last Process Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Second last process A/c |
1,000 |
50,000 |
By Normal loss account |
1001 |
1,000* |
To Wages |
|
20,000 |
[1,000 units@10% x $10] |
|
|
To Raw materials |
|
20,000 |
By Abnormal loss account |
502 |
5,5003 |
To Factory overhead |
|
10,000 |
By Finished goods account |
850 |
93,500 |
|
1,000 |
100,000 |
|
1,000 |
100,000 |
Normal Loss Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Last process account |
100 |
1,000 |
By Cash (100 units x $10) |
100 |
1,000 |
|
100 |
1,000 |
|
100 |
1,000 |
Abnormal Loss Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Last process account |
50 |
5,500 |
By Cash A/c (50 x $10) |
50 |
500 |
|
|
|
By P&L A/c (loss; b/f) |
|
5,000 |
|
50 |
5,500 |
|
50 |
5,500 |
Given and working note:
Abnormal loss units
= Input – Normal loss – Actual output
= 1,000 – 100 – 850
= 50 units
Value of abnormal loss
= (Normal cost ÷ Normal output) x Abnormal loss units
= [(Dr amount – Cr amount) ÷ (Dr units – Cr units)] x Abnormal loss units
= [($100,000 – $1,000) ÷ (1,000 – 100)] x 50
= [$99,000 ÷ 900 units] x 50 units
= $110 x 50
= $5,500
Sometime it may be possible to realize more output than expected.
It is due to efficiency in performance or abnormal effective in raw materials used.
Abnormal gain reduces the normal loss.
Abnormal gain gives profit to industry.
Abnormal loss units |
= Input – Normal loss – Actual output |
|
|
Value of abnormal gain |
= (Normal cost ÷ Normal output) x Abnormal gain units |
Or |
= [(Dr amount – Cr amount) ÷ (Dr units – Cr units)] x Abnormal gain units |
Abnormal Gain Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Normal loss account |
xxx |
xxx |
By Process A, B or C account |
xxx |
xxx |
[Units x scrap rate] |
|
|
|
|
|
To P&L account (profit; b/f ) |
– |
xxx |
|
|
|
|
xxx |
xxx |
|
xxx |
xxx |
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
PROBLEM: 1D
Following data are taken from Bagmati Plastic Industry related to bucket:
Received from second last process 5,000 units @ $40 per unit
Expenses related to last process:
Direct labour |
$60,000 |
Normal loss |
8% of input |
Direct expenses |
$40,000 |
Scrap value |
$20 per unit |
Factory overhead |
50% of direct labour |
Output of last process |
4,800 units |
Required: (b) Last process account; (b) Abnormal gain account; (c) Normal loss account
[Answer: LP = 4,800 units and $336,000;
AG = P & L (Dr, b/f) $10,000; NL = 200 units cash 400
SOLUTION:
Last Process Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Second last process account |
5,000 |
200,000 |
By Normal loss account |
400 |
8,000 |
To Wages |
|
60,000 |
[5,000 units@8% x $20 scrap] |
|
|
To Raw materials |
|
40,000 |
By Finished goods account |
4,800 |
336,000 |
To Factory OH [60,000@30%] |
|
30,000 |
|
|
|
To Abnormal gain account |
200 |
14,000 |
|
|
|
|
5,200 |
344,000 |
|
5,200 |
344,000 |
Abnormal gain units
= Input – Normal loss – Actual output
= 400 + 4,800 – 5,000
= 200 units
Value of abnormal gain
= (Normal cost ÷ Normal output) x Abnormal gain units
= [(Dr amount – Cr amount) ÷ (Dr units – Cr units)] x Abnormal gain units
= ($330,000 – $8,000) ÷ (5,000 units – $400 units) x 200 units
= ($322,000 ÷ 4,600 units) x 200 units
= $14,000
Abnormal Gain Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Normal loss account |
200 |
4,000 |
By Last process account |
200 |
14,000 |
[400 units x scrap rate $20] |
|
|
|
|
|
To P&L account (profit; b/f ) |
|
10,000 |
|
|
|
|
200 |
14,000 |
|
200 |
14,000 |
Normal Loss Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Last process account |
400 |
8,000 |
By Abnormal gain account |
200 |
4,000 |
|
|
|
By Cash account |
200 |
4,000 |
|
|
|
(200 units x scrap $20) |
|
|
|
100 |
8,000 |
|
400 |
8,000 |
Keep in Mind (KIM)
Abnormal Loss: |
Debit side: As it is transferred from process account |
Credit side: Units x Scrap Rate (scrap rate from related process account) |
Balance transfer to profit and loss (loss) account |
|
Abnormal Profit: |
Debit side: As it is transferred from process account |
Credit side: Units x Scrap Rate (scrap rate from related process account) |
Balance transfer to profit and loss (profit) account |
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
PROBLEM: 1E
ABC Manufacturing Company produces its products through process system. Product passes through two processes named A and B. And these products are transferred to finished stock. Following information is available:
Particulars |
Process A |
Process B |
|
Materials consumed |
$12,000 |
$15,000 |
|
Direct labour |
$13,000 |
$24,000 |
|
Manufacturing expenses |
$3,040 |
$8,094 |
|
Input in process A [10,000 units] |
$10,000 |
– |
|
Output in units |
9,400 units |
8,300 units |
|
Normal loss |
5% |
10% |
|
Value of normal wastage (per 100 units) |
$8 |
$10 |
|
You are required to prepare:
(1) Process A account; (2) Process B account; (3) Normal loss account; (4) Abnormal loss account
[Answer: PA = 9,400 units and $37,600; AL = 100 units and $400;
PB = 8,300 units and $82,000; AL = 160 units and $1,600;
NL = 1,440 units and $134; AL = P & L (Cr, loss) $1,976]
SOLUTION:
Process A Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Input expenses |
10,000 |
10,000 |
By Normal loss account |
500 |
40 |
To Materials consume |
|
12,000 |
[10,000@5%x $0.08] |
|
|
To Direct labour |
|
13,000 |
By Abnormal loss account |
100 |
400 |
To Manufacturing expenses |
|
3,040 |
By Process B account |
9,400 |
37,600 |
|
10,000 |
38,040 |
|
10,000 |
38,040 |
Given and working note:
1. Normal loss
= 10,000 @ 5%
= 500 units
2. Abnormal loss units
= Input – normal loss – output
= 10,000 – 500 – 9,400 output
= 100 units
3. Value of abnormal loss
= (Normal cost ÷ Normal output) x Abnormal gain units
= [(Dr amount – Cr amount) ÷ (Dr units – Cr units)] x Abnormal loss units
= ($38,000 – $40) ÷ (10,000 units – $500 units) x 100 units
= ($322,000 ÷ 4,600 units) x 100 units
= $400
4. Balancing figure $37,600
Process B Account
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Process A account |
9,400 |
37,600 |
By Normal loss account |
940 |
94* |
To Materials consume |
|
15,000 |
[9,400@10% x $0.10] |
|
|
To Direct labour |
|
24,000 |
By Abnormal loss account |
160 |
1,600 |
To Manufacturing expenses |
|
8,094 |
By Finished goods account |
8,300 |
83,0004 |
|
9,400 |
84,694 |
|
9,400 |
38,040 |
Given and working note:
1. Normal wastage
= 9,400 @ 10 %
= 940 units
2. Abnormal loss units
= Input – normal loss – output
= 9,400 – 940 – 8,300 output
= 160 units
3. Value of abnormal loss
= (Normal cost ÷ Normal output) x Abnormal gain units
= [(Dr amount – Cr amount) ÷ (Dr units – Cr units)] x Abnormal loss units
= ($84,694 – $94) ÷ (9,400 units – 940 units) x 160 units
= ($84,600 ÷ 8,460 units) x 160 units
= $1,600
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Process A account |
500 |
40 |
By Cash account |
|
|
To Process B account |
940 |
94 |
(500 units x $0.08) |
500 |
40 |
|
|
|
(940 units x $0.08) |
940 |
94 |
|
1,440 |
134 |
|
1,440 |
134 |
Particulars |
Units |
Amount |
Particulars |
Units |
Amount |
To Process A account |
100 |
400 |
By Cash account |
|
|
To Process B account |
160 |
1,600 |
(100 units x $0.08) |
100 |
8 |
|
|
|
(160 units x $0.10) |
160 |
16 |
|
|
|
By P&L account (loss; b/f ) |
|
1,976 |
|
260 |
2,000 |
|
260 |
2,000 |
#####
Problems and Answers of Process Costing |
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
PROBLEM: 1A
Maha Laxmi Hume Pipe manufactures PVC products. The product passes through two processes named A and B. 2,000 units of raw materials were issued to process A at cost of $20 per unit. There was not opening and closing stock.
The normal loss of each process is as following:
Process A 10% @ $10 per unit
Process B 5% @ $30 per unit
The other expenses were as following:
Expenses |
Process A |
Process B |
Sundry expenses |
20,000 |
30,000 |
Direct labour |
50,000 |
60,000 |
Direct expenses |
29,000 |
28,500 |
Output in units |
1,800 |
1,710 |
The factory overhead of $55,000 is allocated on the basis of direct labour ratio of each process.
Required: Prepare process accounts
[Answer: Output: A = 1,800 units; $162,000; B = 1,710 units; $307,800]
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
PROBLEM: 1B
National Pipe Industries, Kathmandu manufactures plastic items. Following information is given for a product passes through two processes named A and B:
Particulars |
Process A |
Process B |
Input in process A 10,000 units |
$100,000 |
– |
Materials consumed |
$120,000 |
$150,000 |
Direct labour |
$130,000 |
$240,000 |
Manufacturing expenses |
$30,000 |
$81,000 |
Output in units |
9,400 units |
8,300 units |
Normal loss |
5% |
10% |
Value of normal loss per unit |
$8 |
$10 |
Required: (a) Process A accounts; (b) Process B account
[Answer: Process A: Abnormal loss 100 units; $3,958;
Output 9,400 units; $372,042;
Process B: Abnormal loss 160 units; $15,766;
Output 8,300 units; $817,876]
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
PROBLEM: 1C
The following particulars for the last process are given:
Particulars |
Units |
Amount |
Transferred from the first process (input of last process): |
4,000 |
620,000 |
Output from the last process |
3,700 |
? |
Direct wages |
|
200,000 |
Materials consume |
|
300,000 |
Factory overhead of materials consume |
|
150% |
Normal loss |
|
10% |
Scrap value of normal loss per unit |
|
$50 |
You are required to prepare: (a) Last process Account; (b) Normal loss Account; (c) Abnormal loss Account
[Answer: Last process: Abnormal loss 100 units; $43,056;
Output 3,700 units; $15,93,056;
Normal loss A/c: abnormal gain 100 units; $5,000;
Cash (b/f) 300 units; $15,000;
Abnormal gain A/c: normal loss 100 units; $5,000;
P&L (profit, b/f) $38,056]
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