Industrial Engineering Miscellaneous
- Match the following
List-I
(Problem areas)List-II
(Techniques)A. JIT 1. CRAFT B. Computer assisted 2. PERT layout C. Scheduling 3. Johnson's rule D. Simulation 4. Kanbans 5. EOQ rule 6. Monte Carl
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(a) JIT – (4) Kanbans (b) Computer –(1) CRAFT Assisted Layout (c) Scheduling –(3) John son’s Rule (d) Simulations – (6) Monte carl
⇒ A –4, B–1, C–3, D–6.Correct Option: C
(a) JIT – (4) Kanbans (b) Computer –(1) CRAFT Assisted Layout (c) Scheduling –(3) John son’s Rule (d) Simulations – (6) Monte carl
⇒ A –4, B–1, C–3, D–6.
Direction: Consider a PERT network for a project involving six tasks (a to f)
- The standard deviation of the critical path of the project is
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√25 + 81 + 36 + 9 = √151 days.
Correct Option: A
√25 + 81 + 36 + 9 = √151 days.
- The expected time (te) of a PERT activity in terms of optimistic time (to), pessimistic time (tp) and most likely time (tl) is given by
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NA
Correct Option: A
NA
- A residential school stipulates the study hours as 8 : 00 pm to 10 : 30 pm. Warden makes random checks on a certain student 11 occasions a day during the study hours over a period of 10 days and observes that he is studying on 71 occasions. Using 95% confidence interval, the estimated minimum hours of his study during that 10 day period is
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Number of total observation in 10 days = 11 × 10 = 110
No. of observation when studying = 71∴ P = 71 = 0.6455 110
(Probability of studying)
Total studying hour in 10 days = (2.5 hr) × 10
Hence, Minimum no. of hours of studying in 10 days = (25 hr) × p = 25 × 0.6455 = 16.13 hrs.Correct Option: C
Number of total observation in 10 days = 11 × 10 = 110
No. of observation when studying = 71∴ P = 71 = 0.6455 110
(Probability of studying)
Total studying hour in 10 days = (2.5 hr) × 10
Hence, Minimum no. of hours of studying in 10 days = (25 hr) × p = 25 × 0.6455 = 16.13 hrs.
- The expected completion time of the project is
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⇒ a – c – e – f
⇒ 30 + 60 + 45 + 20 = 155 daysCorrect Option: D
⇒ a – c – e – f
⇒ 30 + 60 + 45 + 20 = 155 days