About this exam
CPIM-8.0 is the APICS exam APICS Certified in Production and Inventory Management.
Paid practice material for this exam is not available yet, but you can try its free sample questions.
- Exam code
- CPIM-8.0
- Vendor
- APICS
- Practice questions
- Not available yet
- Free sample questions
- 5
- Question bank last updated
- Not available yet
Try 2 sample questions
Taken from the free sample set for CPIM-8.0.
Question 1
If all other factors remain the same, when finished goods inventory investment is increased, service
levels typically will:
- AOption A:
remain the same.
- BOption B:
increase in direct (linear) proportion.
- COption C:
increase at a decreasing rate.
- DOption D:
increase at an increasing rate.
Show answer and explanation
Correct answer: C
Increasing finished goods inventory investment will improve service levels by reducing the probability
of stockouts. However, the relationship between inventory and service level is not linear, but rather
asymptotic. This means that as inventory increases, service level increases at a decreasing rate,
approaching a maximum value. Therefore, option C is correct. Option A is incorrect because service
level will not remain the same when inventory changes. Option B is incorrect because service level will
not increase in direct proportion to inventory. Option D is incorrect because service level will not
increase at an increasing rate as inventory increases. Reference: CPIM Part 2 Exam Content Manual,
Version 8.0, Section A: Demand Management, Subsection A.3: Demand Management and Customer
Service, p. 10.
Question 2
Given the following data, calculate the appropriate takt time:
| Metric | Value |
| Production weeks per year | 48 weeks |
| Available production time per day | 10 hours |
| Average daily demand | 2,400 units |
| Average crew size | 2 employees |
- AOption A:
0.25 minutes
- BOption B:
1 minute
- COption C:
2 minutes
- DOption D:
4 minutes
Show answer and explanation
Correct answer: B
Takt time is the rate at which a product should be produced to meet customer demand. It is
calculated by dividing the available production time by the customer demand. In this case, the
available production time is 10 hours per day, and the customer demand is 2,400 units per day.
Converting 10 hours to minutes gives us 600 minutes of production time per day. So, takt time = 600
minutes / 2400 units = 0.25 minutes per unit. However, this is not one of the answer choices, so we
need to look for more information or context.
See all 5 free sample questions