The post Accounting for Labour | TU Solution | Labour Turnover or Replacement appeared first on EP Online Study.
]]>
Every manufacturing company and business organization needs human being resources.
These humans being may be resource of administrators and labour.
Without labour, a manufacturing company cannot complete its production.
It is saying that talents, calibers and skilled manpower are other assets of the business organization.
Labour cost is the important part in manufacturing and Construction Company.
After materials, labour cost is the largest part in production.
Every labour has his merits and demerits.
To control labour cost, organization should understand to workers.
To take more work from workers, the organization should satisfy them.
When workers do best work, cost per unit will be decreased.
There are three types of labour.
They are unskilled labour, semi-skilled labour and skilled labour.
Unskilled labour gets fewer wages but skilled labour gets highest wages.
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In every organization, workers leave their jobs and new workers join.
This coming and going of workers is called labour turnover.
Too much labour turnover is not good for organization.
Generally, skilled workers leave job and unskilled or semi-skilled workers enter.
Unskilled workers need training.
It increases labour cost.
Sometimes employee leaves a company.
Sometimes company has to replace employees.
Some employees will retire or leave the workforce; it can be beneficial.
It brings new people into the organization with new ideas and new energy.
Keep in Mind (KIM)
A certain amount of turnover is unavoidable, but too much can ruin a company. |
Labour turnover ratio (LTR) according to separation method
= No. of separation workers ÷ Average No. of workers during the period × 100
Labour turnover ratio (LTR) according to replacement method
= No. of replaced workers ÷ Average No. of workers during the period × 100
Replacement cost per employee ($) = Total replaced cost ÷ No. of workers replaced
Preventive cost per employee ($) = Total preventive cost ÷ No. of workers replaced
Labour turnover ratio (LTR) according to flux method (separation-cum-replacement method)
= (No. of separation workers + No. of replacement workers) ÷ Average No. of workers during the period × 100
Where:
Average number of worker = (Beginning number + Ending number) ÷ 2
Equivalent annual rate = Turnover % × 365 days ÷ No. of days in period
(A) Brief Answer Questions
Labour Turnover
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
TU: 2072, Q: 7
The following extracted particulars are provided:
Average number of workers 2,000
Cost of selection Rs 25,000
Training cost Rs 20,000
Medical service Rs 30,000
Cost of machine breakdown Rs 25,000
Number of workers replaced 100
Required: Replacement cost per employee
[Answer: Rs 700]
SOLUTION
Given and working note:
Total replacement cost = Cost of selection + Training cost + cost of machine breakdown
= 25,000 + 20,000 + 25,000
= Rs 70,000
Replacement cost per employee
= Total replacement cost ÷ Number of workers replaced
= Rs 70,000 ÷ 100 workers
= Rs 700
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
TU: 2073, Q: 10
The following particulars are extracted from the records of A Company:
Beginning and ending numbers of employees were 100 and 200 respectively
Numbers of employees quit and discharged were 20 and 10 respectively
Employees replaced during the period were 20
Required: Labour turnover rate under separation method
[Answer: 13.33%]
SOLUTION
Given and working note:
Average number of employee = (100 + 200) ÷ 2 = 150
Number of employees replaced = 20
Labour turnover ratio (LTR) according to replacement method
= (No. of replaced employees ÷ Average No. of workers during the period) × 100
= (20 ÷ 150) × 100
= 0.1333 × 100
= 13.33%
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
2074, Q: 10
The personnel department furnishes you the following extracted particulars:
Beginning numbers of workers 800
Ending numbers of workers 1,000
Numbers of workers discharged 20
Numbers of employees resigned 70
Workers replaced during the period 80
Additional workers employees for expansion plan 100
Required: Labour turnover rate under replacement method
[Answer: 8.89%]
SOLUTION
Given and working note:
Average number of workers = (800 + 1,000) ÷ 2 = 900
Number of employees replaced = 80
Labour turnover ratio (LTR) according to replacement method
= (No. of workers replaced during the period ÷ Average No. of workers during the period) × 100
= (80 ÷ 900) × 100
= 0.0889 × 100
= 8.89%
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
2076, Q: 10
The following particulars are extracted from the records of A Company:
Beginning and ending numbers of employees were 200 and 300 respectively
Numbers of employees quit and discharged were 25 and 15 respectively
Employees replaced during the period were 35
Required: Labour turnover rate under separation method
[Answer: 16%]
SOLUTION:
Given and working note:
Average number of employee = (200 + 300) ÷ 2 = 250
Numbers of employees separated during the period = 25 + 15 = 40
Labour turnover ratio (LTR) under separation method
= (No. of employees separated during the period ÷ Average No. of workers during the period) × 100
= (40 ÷ 250) × 100
= 0.16 × 100
= 16%
######
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Accounting Equation |
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Journal Entries in Nepali |
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Journal Entries |
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Journal Entry and Ledger |
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Ledger |
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Subsidiary Book |
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Cashbook |
|
Trial Balance and Adjusted Trial Balance |
|
Bank Reconciliation Statement (BRS) |
|
Depreciation |
|
|
|
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Financial Accounting and Analysis (All videos) |
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Accounting Process |
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Accounting for Long Lived Assets |
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Analysis of Financial Statement |
######
(B) Short Answer Questions
Labour Turnover
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
2072 ii, old Q: 6
Following extracted information is available:
Workers at the beginning |
3,000 |
Workers at the end |
3,400 |
Number of workers left |
20 |
Number of workers discharged |
8 |
Number of replaced |
20 |
Total prevention cost |
Rs 64,000 |
Total replacement cost |
Rs 36,000 |
Required: (a) Prevention cost per employees; (b) Replacement cost per employees
[Answer: (a) Rs 20; (b) Rs 1,500]
SOLUTION
Given and working note:
Average number of workers = (3,000 + 3,400) ÷ 2 = 3,200
Preventive cost per employee
= Total preventive cost ÷ Average number of workers
= Rs 64,000 ÷ 3,200 workers
= Rs 20
Replacement cost per employee
= Total replacement cost ÷ Number of workers replaced
= Rs 36,000 ÷ 24 workers
= Rs 1,500
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The post Accounting for Labour | TU Solution | Labour Turnover or Replacement appeared first on EP Online Study.
]]>The post Accounting for Labour | TU Solution | Taylor System | Gantt Task appeared first on EP Online Study.
]]>
Every manufacturing company and business organization needs human being resources.
These humans being may be resource of administrators and labour.
Without labour, a manufacturing company cannot complete its production.
It is saying that talents, calibers and skilled manpower are other assets of the business organization.
Labour cost is the important part in manufacturing and Construction Company.
After materials, labour cost is the largest part in production.
Every labour has his merits and demerits.
To control labour cost, organization should understand to workers.
To take more work from workers, the organization should satisfy them.
When workers do best work, cost per unit will be decreased.
There are three types of labour.
They are unskilled labour, semi-skilled labour and skilled labour.
Unskilled labour gets fewer wages but skilled labour gets highest wages.
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Fredrick W. Taylor is known as the father of scientific management.
He recommended wages for lower rate 80% and higher rate 125% for standard time.
This system was designed to differentiate between skilled and unskilled workers.
Skilled worker receives higher rate.
Unskilled receives lower rate.
Efficiency below standard 100% |
80% or 83% % of standard piece rate |
Efficiency equal standard 100% |
125% of standard piece rate |
Efficiency above standard 100% |
125% of standard piece rate |
Keep in Mind (KIM)
Lower rate is 80% to 85% of piece rate below standard production; higher rate is 120% to 125% Tribhuvan University has also given 80% and 83% in the question. You are required to take given % of the question or 80% to 125% |
This is the combination of Halsey and Rowan premium system.
Under this system, minimum wages is guaranteed.
It protects average workers by providing time rate wages.
Efficient worker gets 20% bonus for standard work.
This system is also known progressive rate system.
There are three alternatives:
Output below standard |
Standard production × Piece rate |
Output equal standard |
Production units × Time rate @ 120% |
Output above standard |
Production units × Piece rate@120% [or given in the question] |
Keep in Mind (KIM)
If any worker produces less than standard output, he/she will receive minimum guarantee wages |
Total wage = Standard production × Piece rate |
(A) Brief Answer Questions
######
Click on the link for YouTube videos |
|
Accounting Equation |
|
Journal Entries in Nepali |
|
Journal Entries |
|
Journal Entry and Ledger |
|
Ledger |
|
Subsidiary Book |
|
Cashbook |
|
Trial Balance and Adjusted Trial Balance |
|
Bank Reconciliation Statement (BRS) |
|
Depreciation |
|
|
|
Click on the link for YouTube videos chapter wise |
|
Financial Accounting and Analysis (All videos) |
|
Accounting Process |
|
Accounting for Long Lived Assets |
|
Analysis of Financial Statement |
######
(B) Short Answer Questions
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
2061/ii, Q: 6
A worker employed for 150 hours at a wage of Rs 20 per hour has produced 1,440 units. The standard output per hour is 9 units
Required: (1) (a) Wage rate per piece
(b) Total wages under Taylor’s differential piece rate system ranging 83% and 125%
(c) Total wages under Gant’s task bonus system
[Answer: WRPU = Rs 2.22; Total wage = Rs 4,000; Total wage = Rs 3,840]
SOLUTION
Given and working note:
Produced by worker |
= 1,440 units |
||
Total working hours |
= 150 hours |
||
Wage rate per hour (WRPH) |
= Rs 20 |
||
Standard output per hour |
= 9 units |
||
Standard production |
= 150 units × 9 units per hour = 1,350 units |
||
|
|||
Wage rate per unit or piece |
|||
= Rs 20 ÷ 9 units |
|||
= Rs 2.22 |
|||
|
|||
Taylor’s different Piece rate system |
|||
Worker has produced = 1,440 units |
|||
It is more than standard output. So he will receive 25% bonus |
|||
Total wage |
= Outputs × Piece rate @125% |
||
|
= 1,440 units × Rs 20/9 @125% |
||
|
= 1,440 × Rs 2.778 |
||
|
= Rs 4,000 |
||
|
|||
Gantt task bonus system |
|||
Worker has produced = 1,440 units |
|||
It is more than standard output. So he will receive 20% bonus |
|||
Total wages |
= Output × Piece rate@120% |
||
|
= 1,440 × Rs 20/9 @120% |
||
|
= 1,440 × Rs 2.67 |
||
|
= Rs 3,840 |
||
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
2063, Q: 6
The different piece rate applied by A Company is as under:
For below standard = 80% of piece rate
For above standard = 120% of piece rate
The working hour per day is 8 hour and normal rate of wages per hour is Rs 40. The standard time per unit is 30 minutes. The work completed by a worker is 20 units for one day.
Required: (a) Total wage under straight piece rate; (b) Total wage Taylor’s differential piece rate
[Answer: Total wage = Rs 400 and Rs 480]
SOLUTION
Given and working note:
Below standard |
= 80% of Piece rate |
|
||
Above standard |
= 120% of Piece rate |
|
||
Working hours per day |
= 8 hours |
|
||
Wage rate (WR) per hour |
= Rs 40 |
|
||
Standard time (ST) per unit |
= 30 minutes or 1 hour |
= 2 units |
||
Piece rate per unit |
= Rs 40 ÷ 2 |
= Rs 20 |
||
Standard output per day |
= 8 hours × 2 units |
= 16 units |
||
Units produced by worker |
= 20 units per day |
|
||
|
||||
Earning under straight piece rate |
||||
Earning |
= Units produced × Piece rate per unit |
|||
|
= 20 units × Rs 20 |
|||
|
= Rs 400 |
|||
|
||||
Taylor’s differential piece rate |
||||
Worker has produced 20 units. These units are more than standard output. So, he will receive 20% bonus |
||||
Total wage |
= Outputs × Piece rate@120% |
|||
|
= 20 units × Rs 20@120% |
|||
|
= 20 × Rs 24 |
|||
|
= Rs 480 |
|||
Here, Amount = Rs = $ = £ = € = ₹ = Af = ৳ = Nu = Rf = රු = Br = P = Birr = Currency of your country
2064, Q: 6
The standard production pre fixed by ABC Manufacturing Company per day per worker is 16 units and working hour per day is 8 hours. The guaranteed piece work rate is Rs 5 per unit. The piece rate above the standard has been fixed at Rs 6.50. The standard job cards of the three workers for a day reported the following details:
Mr. A 12 units
Mr. B 16 units
Mr. C 20 units
Required: Wages of each worker under the Gantt task and bonus plan
[Answer: Total wage: A= Rs 80; B = Rs 96; C = Rs 130]
SOLUTION
Given and working note:
Standard per unit per day = 16 units
Working hours per day = 8 hours
Guaranteed piece work rate = Rs 5 per unit
Above standard output rate = Rs 6.50
Worker Mr. A has produced 12 units. These are below standard. So, he will get guaranteed wage only
Wages to Mr. A
= Standard output × Piece rate
= 16 units × Rs 5
= Rs 80
Worker Mr. B has produces 16 units. These are equal to standard. So he will get 20% bonus of time rate
Wages to Mr. B
= Standard output × Time rate@120%
= 16 units × Rs 5@120%
= 16 units × Rs 6
= Rs 96
Worker Mr. C has produces 20 units. These are above to standard. So he will get Rs 6.5 per unit given in the question
Wages to Mr. C
= Standard output × Piece rate
= 20 units × Rs 6.50
= Rs 130
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The post Accounting for Labour | TU Solution | Taylor System | Gantt Task appeared first on EP Online Study.
]]>The post Accounting for Labour | TU Solution | Halsey | Rowan appeared first on EP Online Study.
]]>
Every manufacturing company and business organization needs human being resources.
These humans being may be resource of administrators and labour.
Without labour, a manufacturing company cannot complete its production.
It is saying that talents, calibers and skilled manpower are other assets of the business organization.
Labour cost is the important part in manufacturing and Construction Company.
After materials, labour cost is the largest part in production.
Every labour has his merits and demerits.
To control labour cost, organization should understand to workers.
To take more work from workers, the organization should satisfy them.
When workers do best work, cost per unit will be decreased.
There are three types of labour.
They are unskilled labour, semi-skilled labour and skilled labour.
Unskilled labour gets fewer wages but skilled labour gets highest wages.
This plan has been introduced by F.H. Halsey in 1891.
He was an American engineer.
This scheme provides workers hourly wage for time taken to do a work plus 50% (0.5 or ½) bonus time saved at hourly rate.
Standard time is pre fixed for every job or work.
Remaining 50% of bonus is left for other workers.
Generally, the bonus percentage varies from 30% to 70%.
If bonus is 30%, remaining 70% distribute to other workers.
If bonus is 40%, remaining 60% distribute to other workers.
Lack of information, bonus is 50%
If there is no saving in the standard time allowance, the worker is paid only his day rate.
Total wages |
= Basic wages + Bonus |
Basic wages |
= Time taken × Wage rate |
Bonus |
= 50% (Standard time – Time taken) × Wage rate |
Or |
= 0.5 (Time saved) × Wage rate |
|
|
Total wages |
= Time taken × Wage rate + 50 % (Standard time – Time taken) × Wage rate |
Or |
= (TT × WR) + 0.5 (ST – TT) × WR |
|
|
Total wages |
= Time taken × Wage rate + 50% × Time saved × Wage rate |
Or |
= (TT × WR) + 0.5 × TS × WR |
This plan is introduced by David Rowan in 1901.
Under this system, basic wage is guaranteed for the actual time attended by the workers.
Standard time is preset for the task or work.
Bonus is allowed to the worker if he/she completes work before standard time.
Total wages |
= Basic wages + Bonus |
Basic wages |
= Time taken × Wage rate |
Bonus |
= [(Standard time – Time taken) ÷ Standard time] × Time taken × Wage rate |
|
|
Total wages |
= Time taken × Wage rate + [(Standard time – Time taken) ÷ Standard time] × Time taken × Wage rate |
Or |
= TT × WR + [(ST – TT) ÷ ST] × TT × WR |
|
|
Total wages |
= Time taken × Wage rate + (Time saved ÷ Standard time) × Time taken × Wage rate |
Or |
= TT × WR + (TS ÷ ST) × TT × WR |
Keep in Mind (KIM)
Actual remuneration = Basic wage = Time taken × Wage rate per hour |
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Group A: Brief Answer Questions
Halsey & Rowan
2072, Q: 8
The following extracted information of a XYZ Company is provided:
Actual time taken by a worker 7 hours
Time allowed for the worker 8 hours
Rate per hour ` Rs 30
Required: Total earnings of worker under Rowan Plan
[Answer: Rs 236.25]
SOLUTION:
Given and working note:
TT 7 hours
ST 8 hours
WR Rs 30
Total earnings under Rowan plan
= TT × WR + [(ST – TT) ÷ ST] × TT × WR
= 7 × Rs 30 + [(8 – 7) ÷ 8] × 7 × Rs 30
= Rs 210 + 0.125 × 7 × Rs 30
= Rs 210 + Rs 26.25
= Rs 236.25
2073, Q: 8
The following extracted information of a worker is provided:
Standard time allowed 20 hours
Time saved by the worker 4 hours
Wage rate per hour Rs 10
Required: Total earnings of worker under Halsey Premium Plan
[Answer: Rs 180]
SOLUTION:
Given and working note:
Standard time allowed 20 hours
Time saved 4 hours
Wage rate per hour Rs 10
Time taken = ST – Saving = 20 – 4 = 16
Total earnings of worker under Halsey premium plan
= TT × WR + 50% (ST – TT) × WR
= TT × WR + 50% × Time saved × WR
= 16 × Rs 10 + 0.5 × 4 × Rs 10
= Rs 160 + Rs 20
= Rs 180
2074, Q: 8
The standard time fixed for a job is 10 hours. The hourly rate of guaranteed wage is Rs 16. The worker gets Rs 144 under Halsey plan.
Required: Time saved by the worker
[Answer: 2 hours; *TT = 8 hours]
SOLUTION:
Given and working note:
Standard time allowed 10 hours
Wage rate per hour Rs 16
Total wages under Halsey Rs 144
Time saved by the worker
Total wages |
= TT × WR + 50% (ST – TT) × WR |
Rs 144 |
= TT × Rs 16 + 0.5 (10 – TT) × Rs 16 |
Rs 144 |
= 16TT + 80 – 8TT |
144 – 80 |
= 16TT – 8TT |
64 |
= 8TT |
TT |
= 64 ÷ 8 |
|
= 8 hours |
|
|
Time saved |
|
= Standard time – Time taken |
|
= 10 – 8 |
|
= 2 hours |
|
|
2075, Q: 8
The following extracted particulars of a worker are provided:
Standard time allowed 20 hours
Actual time taken 15 hours
Wage rate per hour Rs 30
Required: Total earnings of worker under Halsey Premium Plan
[Answer: Rs 525]
SOLUTION:
Given and working note:
Standard time allowed 20 hours
Actual time taken 15 hours
Wage rate per hour Rs 30
Total earnings of worker under Halsey premium plan
= TT × WR + 50% (ST – TT) × WR
= 15 × Rs 30 + 0.5 (20 – 15) × Rs 30
= Rs 450 + Rs 75
= Rs 525
2076, Q: 8
The standard time fixed for a job is 50 hours. The hourly rate of guaranteed wage is Rs 10 per hour. Actual hour spend is 35 hours.
Required: Total wage earned by the worker under Rowan plan
[Answer: Rs 455]
SOLUTION:
Given and working note:
Standard time allowed 50 hours
Actual time taken 35 hours
Wage rate per hour Rs 10
Total earnings under Rowan plan
= TT × WR + [(ST – TT) ÷ ST] × TT × WR
= 35 × Rs 10 + [(50 – 35) ÷ 50] × 35 × Rs 10
= Rs 350 + 0.3 × 35 × Rs 10
= Rs 350 + Rs 105
= Rs 455
2077, Q: 8
A Manufacturing Company provides you the following extracted information:
Standard time allowed 150 hours
Actual time taken 120 hours
Wage rate per hour Rs 30
Required: Total earnings under Rowan Premium Plan
[Answer: Rs 4,320]
SOLUTION:
Given and working note:
Standard time allowed 150 hours
Actual time taken 120 hours
Wage rate per hour Rs 30
Total earnings under Rowan premium plan
= TT × WR + [(ST – TT) ÷ ST] × TT × WR
= 120 × Rs 30 + [(150 – 120) ÷ 150] × 120 × Rs 30
= Rs 3,600 + 0.2 × 120 × Rs 30
= Rs 3,600 + Rs 720
= Rs 4,320
######
Click on the link for YouTube videos |
|
Accounting Equation |
|
Journal Entries in Nepali |
|
Journal Entries |
|
Journal Entry and Ledger |
|
Ledger |
|
Subsidiary Book |
|
Cashbook |
|
Trial Balance and Adjusted Trial Balance |
|
Bank Reconciliation Statement (BRS) |
|
Depreciation |
|
|
|
Click on the link for YouTube videos chapter wise |
|
Financial Accounting and Analysis (All videos) |
|
Accounting Process |
|
Accounting for Long Lived Assets |
|
Analysis of Financial Statement |
######
Group B: Short Answer Questions
Halsey and Rowan
2060/i, Q: 8
A worker under Halsey premium plan earned a bonus Rs 50. He took the total of 35 hours to complete his task. The wage rate per hour is Rs 10.
Required: (a) Time saved by the worker; (b) Total wage earned Rowan premium plan
[Answer: (a) 10 hours; (b) Rs 427.78; *ST = 45 hours]
SOLUTION:
Given and working note:
Bonus under Halsey Rs 50
Time taken (TT) 35 hours
Wage rate per hour Rs 10
(a) Time saved by the worker |
||
Bonus under Halsey |
= 50% (ST – TT) × WR |
|
Rs 50 |
= 0.5 (ST – 35) × Rs 10 |
|
Rs 50 |
= 5ST – Rs 175 |
|
Rs 50 + Rs 175 |
= 5ST |
|
5ST |
= Rs 225 |
|
ST |
= Rs 225 ÷ 5 |
|
|
= 45 hours |
|
|
||
Again, |
||
Time saved |
= ST – TT |
|
|
= 45 – 35 |
|
|
= 10 hours |
|
|
||
(b) Total wage earned Rowan premium plan |
||
= TT × WR + Time saved ÷ ST × TT × WR |
||
= 35 × Rs 10 + 10 ÷ 45 × 35 × Rs 10 |
||
= Rs 350 + Rs 77.78 |
||
= Rs 427.78 |
||
2060/ii, Q: 6
The standard job card in a factory contains the following particulars:
Standard product per hour 10 units
Wages rate per hour Rs 10
Working hours per day 8 hours
The time cards of two workers worked for 1 day reported the following details:
Worker A 100 units
Worker B 120 units
Required: (a) Standard time of both workers; (b) Wages earned by A under Halsey premium plan
(c) Wages earned by B under Halsey premium plan
[Answer: (a) ST: A = 10 hours; B = 12 hours; (b) Rs 90;
(c) Rs 100] *ST = Output ÷ 10 units
SOLUTION
Given and working note:
Standard product per hour = 10 units
Wage rate (WR) per hour = Rs 80
Working hour per day = 8 hours
Standard time
Standard time = Output ÷ 10 units
Worker A = 100 units ÷ 10 = 10 hours
Worker B = 120 units ÷ 10 = 12 hours
Total wages under Halsey premium plan worker A
= TT × WR + 0.5 (ST – TT) × WR
= 8 × Rs 10 + 0.5 (10 – 8) × Rs 10
= Rs 80 + Rs 10
= Rs 90
Total wages under Halsey premium plan worker B
= TT × WR + 0.5(ST – TT) × WR
= 8 × Rs 10 + 0.5 (12 – 8) × Rs 10
= Rs 80 + Rs 20
= Rs 100
2061/i, Q: 6
TU: 2061
The standard working hours fixed for a job was 18 hours, while time taken by a worker was only 12 hours. The worker received Rs 240 as bonus under Rowan premium plan.
Required: (a) Labour rate per hour under Rowan premium plan
(b) Total wages earned by the worker under Rowan premium plan.
(c) Total wages earned by the worker under Halsey premium plan if bonus 60%.
[Answer: (a) LRPH = Rs 15; (b) Total wage = Rs 240; (c) Total wages = Rs 216]
SOLUTION
Given and working note:
Standard time (ST) for a job = 18 hours |
|
Time taken (T T) by worker = 12 hours |
|
Bonus under Rowan premium plan = Rs 60 |
|
|
|
Labour or wage rate per hour |
|
Bonus under Rowan |
= [(ST – TT) ÷ ST] × TT × WR |
Rs 60 |
= [(18 – 12) ÷ 18] × 12 × WR |
60 |
= 4 WR |
WR |
= Rs 15 per hour |
|
|
Therefore, Wage rate (WR) = Rs 15 per hour |
|
|
|
Total wage under Rowan plan |
|
= Basic wages + Bonus |
|
= TT × WR + Bonus |
|
= 12 × Rs 15 + Rs 60 |
|
= Rs 180 + Rs 60 |
|
= Rs 240 |
|
|
|
Total wages under Halsey premium plan |
|
= TT × WR + 0.5(ST – TT) × WR |
|
= 12 × Rs 15 + 0.6 (12 – 8) × Rs 15 |
|
= Rs 180 + Rs 36 |
|
= Rs 216 |
2062, Q:
The standard time output ratio is one hour for 5 units. The wage of Rs 16per hour is payable to skilled workers. The output realized by a worker working for 36 hours during last week is 200 units
Required: (a) Standard time; (b) Total wage under Halsey premium plan; (c) Total wage under Rowan premium plan
[Answer: ST = 40 hours; Total wage = Rs 608; Total wage = Rs 633.60]
SOLUTION
Given and working note:
Standard output per hour = 5 units
Wage rate (WR) per unit = Rs 16
Time taken (T T) by worker = 36 hours
Produced by worker = 200 units
Standard time (ST) per hour
5 units are produced = 1 hour
200 units are produced = 200 × 1÷ 5 = 40 hours
Total wages under Halsey premium plan
= TT × WR + 50% (ST – TT) × WR
= 36 × Rs 16 + 0.5 (40 – 36) × Rs 16
= Rs 576 + Rs 32
= Rs 608
Total wages under Rowan premium plan
= TT × WR + [(ST – TT) ÷ ST] × TT × WR
= 36 × Rs 16 + [(40 – 36) ÷ 40] × 36 × Rs 16
= Rs 576 + Rs 57.60
= Rs 633.60
2065, Q: 6
The details contained in the job card of productive workers of a factory are as follows:
The time needed to produce one unit of output is 20 seconds
The standard ware rate per hour is Rs 9
The actual time spent by the worker in the job card is 140 hours in the last two weeks.
Required: (1) Units produced in 1 hour and in 140 hours; (2) Wage rate per unit
(3) Wage under piece rate system if the worker realizes actual output without loss of the time allowed.
(4) Wage under Rowan plan if the worker realizes 27,000 units during the period.
[Answer: Output in 1 hour = 180 units; in 140 hour = 25,200 units;
(2) WRPU = Re 0.05; (3) Total wage = Rs 1,260; (4) Total wage = Rs 1,344]
Production in 3,600 second (1 hour) = 3,600 ÷ 20 units = 180 units
*WRPU = Rs 9 ÷ 180 units = Re 0.05
*Production in 504,000 second = 504,000 ÷ 20 units = 25,200 units
*Standard time = [(27,000 units x 20) ÷ (60×60)] = 150 hour
SOLUTION
Time needs for 1 unit = 20 seconds
Standard wage per hour = Rs 9
Actual time (Time taken) spend = 140 hours
So, Standard time = 140 × 60 × 60 = 504,000 seconds
Output
In 20 seconds, unit produced |
= 1 |
|
In 3,600 second (1 hour), units produced |
= 1 × 3,600 ÷ 20 |
= 180 units |
In 504,000 seconds, units produced |
= 1 × 504,000 ÷ 20 |
= 25,200 units |
Wage rate per unit (WRPU)
= Wage rate per hour ÷ Output in one hour
= Rs 9 ÷ 180 units
= Re 0.05
Wage under piece rate system
= Output × WRPU
= 25,200 units × Re 0.05
= Rs 1,260
Wage under Rowan premium plan
1 hour = 60 × 60 seconds = 3,600 seconds
1 unit is produced = 20 second
27,000 units are produced = 27,000 × 20 = 5,40,000 second or 540,000 ÷ 3,600 seconds = 150 hours
Total earnings under Rowan
= T T × WR + [(ST – TT) ÷ ST] × TT × WR
= 140 × Rs 9 + [(10) ÷ 150] × 140 × Rs 9
= Rs 1.260 + 0.067 × 140 × Rs 9
= Rs 1.260 + Rs 84
= Rs 1,344
2066, Q: 6
During a month, Amber and Bishwa, the workers of AK Manufacturing Concern were involved in certain works. They were paid incentive bonus under Rowan plan system. The time allotted to the product is 45 hours. The weekly time spent and wages earned were as under:
Workers |
Time spend |
Total wages earned |
|
Amber |
30 hours |
Rs 80 |
|
Bishwa |
35 hours |
? |
|
Required: (1) Hourly wage rate; (2) Wages of Bishwa under Rowan plan; (3) Worker’s earning under Halsey plan
[Answer: (1) WRPH = Rs 2; (2) Earning = Rs 93.33; (3) Earning 75 and Rs 80]
SOLUTION
Given and working note:
Amber |
Bishwa |
Time allotted (ST) 45 hours |
Time allotted (ST) 45 hours |
Time spend (TT) 30 hours |
Time spend (TT) 35 hours |
Time saved = 45 – 30 = 15 hours |
Time saved = 45 – 35 = 10 hours |
Wages earned Rs 80 |
Wages earned? |
Hourly wage rate
Wages of Amber under Rowan plan
Wages earning |
= TT × WR + [(ST – TT) ÷ ST] × TT × WR |
|
Rs 80 |
= 30 × WR + [(45 – 30) ÷ 45] × 30 × WR |
|
80 |
= 30 WR + 15 ÷ 45 × 30 WR |
|
80 |
= 30 WR + 10 WR |
|
80 |
= 40 WR |
|
WR |
= Rs 80 ÷ 40 |
|
|
= Rs 2 per hour |
|
|
||
Wages of Bishwa under Rowan plan |
||
= TT × WR + Time saved ÷ ST × TT × WR |
||
= 35 × Rs 2 + 15 ÷ 45 × 35 × Rs 2 |
||
= Rs 70 + Rs 23.33 |
||
= Rs 93.33 |
||
|
||
|
||
Total earning under Halsey plan |
||
Total earning |
= TT × WR + 0.5 (ST – TT) × WR |
|
Amber |
= 30 × Rs 2 + 0.5 (45 – 30) × Rs 2 |
|
|
= Rs 60 + Rs 15 |
|
|
= Rs 75 |
|
|
|
|
Bishow |
= 35 × Rs 2 + 0.5 (45 – 35) × Rs 2 |
|
|
= Rs 70 + Rs 10 |
|
|
= Rs 80 |
|
2067, Q: 6 Wrong question
Following information is supplied to you:
Standard time allowed for a job 16 hours. The hourly rate of guarantee wage is Rs 12. A worker saved time and he gets total wages of Rs 255 under Halsey premium plan.
Required: (1) Time taken by the worker; (2) Time saved by the worker; (3) Total wages under Rowan plan
[Answer: (1) 26.5 hours; (2) Nil or NOT possible; (3) Rs 318]
SOLUTION
Given and working note:
Standard time (ST) = 16 hours
Wage rate per hour (WR) = Rs 12
Total wages under Halsey = Rs 255
Standard time
Total wages |
= TT × WR + 50% (ST – TT) × WR |
Rs 255 |
= TT × Rs 12 + 0.5 (16 – TT) × Rs 12 |
Rs 255 |
= 12TT + 96 – 6TT |
255 – 96 |
= 12TT – 6TT |
159 |
= 6TT |
TT |
= 159 ÷ 6 |
|
= 26.5 hours |
|
|
Time saved |
|
= Standard time – Time taken |
|
Here, time taken (TT) is more than standard time (ST); therefore, time saved is NOT possible. |
|
|
|
|
|
Total wages under Rowan System |
|
= TT × WR + Time saved ÷ ST × TT × WR |
|
= 26.5 × Rs 12+ 0 ÷ 16 × 26.5 × Rs 12 |
|
= Rs 318 + 0 |
|
= Rs 318 |
|
|
2068, Q: 6
A worker takes 6 hours to complete a job under a scheme of payment by results. The standard time allowed for the job is 9 hours. The wage rate is Rs 15 per hour.
Required: Total earning of the worker (a) Halsey plan; (b) Rowan incentive plan
[Answer: (a) Rs 112.50; (b) Rs 120]
SOLUTION:
Given and working note:
Time taken (TT) = 6 hours
Standard time (ST) = 9 hours
Wage rate (WR) = Rs 15 per hour
Total earning under Halsey
= TT × WR + 50% (ST – TT) × WR
= 6 × Rs 15 + 0.5 (9 – 6) × Rs 15
= Rs 90 + Rs 22.50
= Rs 112.50
Total earning under Rowan
= TT × WR + [(ST – TT) ÷ ST] × TT × WR
= 6 × Rs 15 + [(9 – 6) ÷ 9] × 6 × Rs 15
= Rs 90 + 0.33 × Rs 90
= Rs 90 + Rs 30
= Rs 120
2069, Q: 6
A worker receives an ordinary day rate of wage Rs 160 per day of 8 hours. The standard output has been fixed at 8 units per hour for premium bonus. On a certain day, the output completed by the worker is 80 units.
Required: Total wages payable to the worker under Halsey and Rowan?
[Answer: Halsey Rs 180; Rowan Rs 192]
SOLUTION
Given and working note:
8 units produced in = 1 hour
Standard time (ST) = 80 ÷ 8 = 10 hours
Time taken (TT) = 8 hours
Wage rate per hour (WR) = Rs 160 ÷ 8 hours = Rs 20
Total wages under Halsey and Rowan?
Total earning under Halsey
= TT × WR + 50% (ST – TT) × WR
= 8 × Rs 20 + 0.5 (10 – 8) × Rs 20
= Rs 160 + Rs 20
= Rs 180
Total earning under Rowan
= TT × WR + [(ST – TT) ÷ ST] × TT × WR
= 8 × Rs 20 + [(10 – 8) ÷ 10] × 8 × Rs 20
= Rs 160 + 0.2 × Rs 160
= Rs 160 + Rs 32
= Rs 192
2070, Q: 6
Assume the following data concerning the earning of a worker under Halsey premium plan:
Total earnings Rs 440
Guaranteed wage rate per hour Rs 40
Standard pre-fixed time 12 hours
Required: (a) Time taken by the worker for the job; (b) Bonus earned by the worker
[Answer: (a) 10 hours; (b) Rs 40]
SOLUTION
Given and working note:
Total earnings (Halsey) = Rs 440
Wage rate per hour (WR) = Rs 40
Standard time (ST) = 12 hours
Total wages under Halsey
Total wages |
= TT × WR + 50% (ST – TT) × WR |
Rs 440 |
= TT × Rs 40 + 0.5 (12 – TT) × Rs 40 |
Rs 440 |
= 40TT + 240 – 20TT |
440 – 240 |
= 40TT – 20TT |
200 |
= 20TT |
TT |
= 200 ÷ 20 |
|
= 10 hours |
|
|
|
|
Time saved |
|
= Standard time – Time taken |
|
= 12 – 10 |
|
= 2 hours |
|
|
|
Bonus under Halsey |
|
= 50% (ST – TT) × WR |
|
= 0.5 (12 – 10) × Rs 40 |
|
= Rs 40 |
2071, Q: 6a
A worker completes a job in a certain number of hours. The standard time allowed for the job is 20 hours and hourly wage rate is Rs 20. The worker earns Rs 350 under Halsey plan.
Required: (a) Time saved by the worker; (b) Total wage under Rowan plan
[Answer: (a) 5 hours; (b) Rs 375; *TT = 15 hours]
SOLUTION:
Given and working note:
Standard time (ST) 20 hours
Wage rate (WR) Rs 20 per hour
Total wage under Halsey Rs 350
(a) Time saved by the worker
Total wages |
= TT × WR + 50% (ST – TT) × WR |
Rs 350 |
= TT × Rs 20 + 0.5 (20 – TT) × Rs 20 |
Rs 350 |
= 20TT + 200 – 10TT |
350 – 200 |
= 20TT – 10TT |
150 |
= 10TT |
TT |
= 150 ÷ 10 |
|
= 15 hours |
|
|
Time saved |
|
= Standard time – Time taken |
|
= 20 – 15 |
|
= 5 hours |
|
|
|
Total earning under Rowan |
|
= TT × WR + [(ST – TT) ÷ ST] × TT × WR |
|
= 15 × Rs 20 + [(20 – 15) ÷ 20] × 15 × Rs 20 |
|
= Rs 300 + 0.25 × 15 × Rs 20 |
|
= Rs 300 + Rs 75 |
|
= Rs 375 |
|
|
2072/Old, Q: 6
A worker takes 80 hours to do a job; for which time allowed is 100 hours. His rate is Rs 6 per hour.
Calculate the worker’s remuneration under (a) Halsey plan; (b) Rowan plan
[Answer: (a) Rs 540; (b) 576]
SOLUTION:
Given and working note:
Time taken (TT) 80 hours
Time allowed (ST) 100 hours
Wage rate (WR) Rs 6 per hour
(a) Remuneration under Halsey plan
= TT × WR + 50% (ST – TT) × WR
= 80 × Rs 6 + 0.5 (100 – 80) × Rs 6
= Rs 480 + Rs 60
= Rs 540
(b) Remuneration under Rowan plan
= TT × WR + [(ST – TT) ÷ ST] × TT × WR
= 80 × Rs 6 + [(100 – 80) ÷ 100] × 80 × Rs 6
= Rs 480 + 0.2 × 80 × Rs 6
= Rs 480 + Rs 96
= Rs 576
2073/Old, Q: 6
The standard time allowed for a job is 20 hours. The wage rate per hour is Rs 8.
Mr Y, a worker gets Rs 140 under Halsey premium plan.
Required: (a) Time saved by the worker; (b) Total earning under Rowan
[Answer: (a) 5 hours; (b) Rs 150; *TT = 15 hours]
SOLUTION:
Given and working note:
Standard time (ST) 20 hours
Wage rate (WR) Rs 8 per hour
Total wages Rs 140
(a) Time saved by the worker
Total wages |
= TT × WR + 50% (ST – TT) × WR |
Rs 140 |
= TT × Rs 8 + 0.5 (20 – TT) × Rs 8 |
Rs 140 |
= 8TT + 80 – 8TT |
140 – 80 |
= 8TT – 4TT |
60 |
= 4TT |
TT |
= 60 ÷ 4 |
|
= 15 hours |
|
|
Time saved |
|
= Standard time – Time taken |
|
= 20 – 15 |
|
= 5 hours |
|
|
|
Total earning under Rowan |
|
= TT × WR + [(ST – TT) ÷ ST] × TT × WR |
|
= 15 × Rs 8 + [(20 – 15) ÷ 20] × 15 × Rs 8 |
|
= Rs 120 + 0.25 × 15 × Rs 8 |
|
= Rs 120 + Rs 30 |
|
= Rs 150 |
|
|
2074/Old, Q: 6
The standard time fixed for a job is 50 hours. The hourly rate of standard wage is Rs 10. Active time spent is 35 hours.
Required: (a) Time saved by the worker; (b) Total wage earned by the worker under Rowan
[Answer: (a)
Time saved |
= Standard time – Time taken |
= 50 – 35 |
= 15 hours |
|
Total earning under Rowan |
= TT × WR + [(ST – TT) ÷ ST] × TT × WR |
= 35 × Rs 10 + [(50 – 35) ÷ 50] × 35 × Rs 10 |
= Rs 350 + 0.3 × 35 × Rs 10 |
= Rs 350 + Rs 105 |
= Rs 455 |
|
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