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CIMA Exam CIMAPRO19-P02-1 Topic 5 Question 96 Discussion

Actual exam question for CIMA's CIMAPRO19-P02-1 exam
Question #: 96
Topic #: 5
[All CIMAPRO19-P02-1 Questions]

Which of the following are TRUE about the theory of constraints? Select ALL that apply.

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Suggested Answer: A, C, D

by Dick at Sep 10, 2024, 11:02 AM

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Paris
1 months ago
I'll have to use my Theory of Constraints to figure out the best way to tackle this question. Time to get creative!
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Aileen
1 months ago
This question is a real constraint on my brain! Better not let it become the weakest link in my exam performance.
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Karol
13 days ago
D) Relieve constraints until the cost of relieving the last constraint exceeds the benefit
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Clemencia
15 days ago
C) Ensure that each constraint is being used efficiently
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Gracia
19 days ago
A) Each resource should be put to its most profitable use
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Cruz
1 months ago
B is just plain wrong. Trying to relieve all constraints at once is a recipe for chaos, not optimization.
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Lai
16 days ago
D) Relieve constraints until the cost of relieving the last constraint exceeds the benefit
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Jarod
19 days ago
C) Ensure that each constraint is being used efficiently
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Stephen
1 months ago
A) Each resource should be put to its most profitable use
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Annett
2 months ago
I'm not sure about B, but I think A, C, and D are definitely true.
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Rosendo
2 months ago
I believe D is also true because it's important to consider cost-benefit analysis.
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Johna
2 months ago
I agree with Walker, A and C make sense.
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Frank
2 months ago
D seems like the most logical answer to me. You want to keep improving until the cost of further improvements outweighs the benefits.
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Walker
2 months ago
I think A and C are true.
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Merissa
2 months ago
I think A and C are definitely true about the theory of constraints. Maximizing the profitability of each resource and ensuring efficient use of constraints are key principles.
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Louvenia
2 months ago
Yes, it's important to make sure each resource is being used effectively and efficiently.
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Roxane
2 months ago
I agree, maximizing profitability and efficiency are crucial in the theory of constraints.
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