question archive The following information is available for setting up work standards
The following information is available for setting up work standards
Subject:Operations ManagementPrice:2.87 Bought7
The following information is available for setting up work standards.
|
A. Time period studied (or observed, in hours) |
16.00 |
|
B. Operating conditions (as of observed time, STD=1) |
1.00 |
|
C. Avoidable delays (unusual, i.e. copier down, hours) |
1.00 |
|
D. Effort rating |
0.90 |
|
E. Output units during the study |
40.00 |
|
F. Allowances (as of STD time) |
0.08 |
|
Breakdown: |
|
|
F1. Personal delay (coffee, as of STD time) |
0.02 |
|
F2. Unavoidable delay (storm, as of STD time) |
0.02 |
|
F3. Fatigue, as of STD time |
0.04 |
|
G. John Smith worked in hours |
60.00 |
|
H. Output units made by John Smith |
160.00 |
Group of answer choices
Allowance factor is 1.11.
determine the work standards--hours per output unit, hours/per unit is 0.37.
John Smith's efficiency rating (time) is 1.02.
Standard output units should be made during the time John Smith's worked is 163.56.
Normalized time is 11.50.
Normalized cycle time per output unit is 0.34.
Standard time to complete these output units during the time John Smith worked is 58.70.
determine the work standards--output units per minute, units/per minute is not 0.05.
determine the work standards--minutes per output unit, minutes/per unit is 32.01.
determine the work standards--output units per hour, units/per hour is 2.73.
which of these answers are correct? there can be multpile
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Answer:
1)
Standard hours per unit = [(observed hours - avoidable time) x (exertion factor)/(1 - remittance) ]/sexually transmitted disease units
Standard hours per unit = [(16 - 1) 0.9/(1 - 0.08) ]/40 = 14.673913/40 = 0.3668 or 0.37 hours
2)
Standard yield to be made in John's genuine worked hours = 2.73 x 60 = 163.56 units
3)
Standard chance to finish John's real yield = 160/2.73 = 58.70 hours
4)
standard yield units every moment = standard yield every hour/60 = 2.73/60 = 0.455 units, which isn't 0.50
5)
Standard yield per standard hour = 40/14.673913 = 2.7259 or 2.73 units
