Which of the following activities represents waste in a system?
A. More kanbans with smaller quantities are added to the supply chain.
B. A kanban is eliminated from the system.
C. A production forecast is issued to the supplier.
D. A purchase order is issued to the supplier for each delivery requirement.
Explanation: A purchase order is issued to the supplier for each delivery requirement is an
activity that represents waste in a system. Waste is any activity or process that does not
add value to the customer or the product, but consumes resources, time, or money. Waste
can reduce the efficiency, productivity, and quality of the system, as well as increase the
costs, defects, or delays. Waste can be classified into seven types: overproduction,
inventory, transportation, motion, waiting, overprocessing, and defects1.
Issuing a purchase order to the supplier for each delivery requirement is an example of
overprocessing waste. Overprocessing waste is any activity or process that is unnecessary
or excessive for meeting the customer needs or specifications. Overprocessing waste can
result from poor communication, unclear requirements, redundant tasks, or outdated procedures. Issuing a purchase order to the supplier for each delivery requirement is an
overprocessing waste because it involves more paperwork, approvals, and transactions
than needed. It can also create confusion, errors, or delays in the delivery process. A better
way to eliminate this waste is to use a pull system, such as kanban2, that signals the
supplier to deliver only when there is a demand from the customer.
The other options are not activities that represent waste in a system. More kanbans with
smaller quantities are added to the supply chain is an activity that reduces waste in a
system. Kanban is a pull system that uses visual signals, such as cards or containers, to
indicate when and how much to produce or deliver. Kanban can help reduce waste by
synchronizing the production and delivery processes with the customer demand,
minimizing inventory levels, improving quality and efficiency, and preventing overproduction
or underproduction3. Adding more kanbans with smaller quantities can help reduce
inventory waste by lowering the holding costs, transportation costs, or obsolescence costs
of inventory. It can also help reduce overproduction waste by producing or delivering only
what is needed by the customer.
A kanban is eliminated from the system is an activity that reduces waste in a system.
Eliminating a kanban from the system means reducing the number of signals or containers
used in the production or delivery process. Eliminating a kanban from the system can help
reduce waste by increasing the throughput and velocity of the process, reducing cycle
times and lead times, improving responsiveness and flexibility, and enhancing customer
satisfaction4.
A production forecast is issued to the supplier is not an activity that represents waste in a
system. A production forecast is an estimate of the future demand or sales of a product or
service. A production forecast can help plan and manage the production and delivery
processes by determining how much and when to produce or deliver. A production forecast
can help reduce waste by optimizing the use of resources and capacity, minimizing
inventory levels and costs, improving service levels and quality, and avoiding stockouts or
shortages5. Issuing a production forecast to thesupplier can help align the production and
delivery processes with the customer demand and expectations.
References := The 7 Wastes With Examples: How to Identify Them | Lean
Manufacturing, What Is Overprocessing Waste? Definition And Examples, Kanban -
Wikipedia, How To Reduce Inventory With Kanban | Lean Manufacturing, Production
Forecasting - an overview | ScienceDirect Topics
Which of the following circumstances would cause a move from acceptance sampling to 100% inspection?
A. History shows that the quality level has been stable fromlotto lot.
B. The company uses one of its qualified suppliers.
C. Downstream operators encounter recurring defects.
D. The percent of defects is expected to be greater than 5%.
Explanation: A move from acceptance sampling to 100% inspection would be caused by
the circumstance of downstream operators encountering recurring defects. Acceptance
sampling is a quality control technique that uses statistical sampling to determine whether
to accept or reject a production lot of material. It is employed when one or several of the
following hold: testing is destructive; the cost of 100% inspection is very high; and 100%
inspection takes too long1. 100% inspection is a quality control technique that examines
every item in a production lot for defects or nonconformities. It is employed when the cost
of passing a defective item is very high; testing is nondestructive; and 100% inspection
does not take too long2.
Downstream operators are the workers or machines that perform the subsequent
operations or processes on the products after they have been inspected or tested.
Downstream operators encountering recurring defects means that the products that have
passed the acceptance sampling or testing are still found to be defective or nonconforming
by the downstream operators. This can indicate that the acceptance sampling or testing is
not effective or reliable in detecting or preventing defects or nonconformities. This can also
result in negative consequences, such as rework, waste, delays, customer complaints, or
safety issues. Therefore, this circumstance would cause a move from acceptance sampling
to 100% inspection, as it would require a more thorough and rigorous quality control
technique to ensure that no defective or nonconforming products are passed to the
downstream operators.
The other options are not circumstances that would cause a move from acceptance
sampling to 100% inspection. History shows that the quality level has been stable from lot
to lot is not a circumstance that would cause a move from acceptance sampling to 100%
inspection, but rather a circumstance that would support the use of acceptance sampling.
Quality level is the proportion of conforming items in a production lot. Quality level being
stable from lot to lot means that there is little variation or fluctuation in the quality of the
products over time. This can indicate that the production process is under control and
consistent in meeting the quality standards or specifications. Therefore, this circumstance
would support the use of acceptance sampling, as it would reduce the risk of accepting a
defective lot or rejecting a conforming lot.
The company uses one of its qualified suppliers is not a circumstance that would cause a
move from acceptance sampling to 100% inspection, but rather a circumstance that would
support the use of acceptance sampling. A qualified supplier is a supplier that has met
certain quality, delivery, and service standards and has been approved by the company to
supply goods or services without inspection or testing. A qualified supplier is expected to maintain a high level of performance and reliability, as well as to report any issues or
deviations that may affect the delivery process. Therefore, this circumstance would support
the use of acceptance sampling, as it would reduce the need for 100% inspection by
relying on the supplier’s quality assurance system.
The percent of defects is expected to be greater than 5% is not a circumstance that would
cause a move from acceptance sampling to 100% inspection, but rather a circumstance
that would require a change in the acceptance sampling plan. The percent of defects is the
proportion of defective items in a production lot. The percent of defects being expected to
be greater than 5% means that there is a high probability of finding defective items in the
production lot. This can indicate that the production process is out of control or inconsistent
in meeting the quality standards or specifications. Therefore, this circumstance would
require a change in the acceptance sampling plan, such as reducing the acceptable quality
limit (AQL), increasing the sample size, or decreasing the acceptance number, to increase
the likelihood of rejecting a defective lot.
References := Acceptance Sampling - an overview | ScienceDirect Topics, What Is
Acceptance Sampling? Definition And Examples
In which of the following environments is capable-to-promise (CTP) more appropriate than available-to-promise (ATP)?
A. Consumer electronics sold through local retailers
B. Industrial supplies shipped from regional distribution centers (DCs)
C. Packaged foods sold in grocery stores
D. Specialty chemicals packaged and shipped to order
Explanation: Capable-to-promise (CTP) is a method of order promising that considers
both material and capacity availability. CTP is more appropriate than available-to-promise
(ATP), which only considers material availability, in environments where the production
process is complex, customized, or resource-intensive, and where the demand is uncertain
or variable. CTP can provide more accurate and realistic delivery dates, as well as optimize
the use of resources and reduce inventory costs.
Among the options given, specialty chemicals packaged and shipped to order is the most
suitable environment for CTP. This is because specialty chemicals are often produced in
small batches or on demand, according to the specific requirements and preferences of
each customer. Therefore, the production process requires high flexibility and
customization, as well as careful coordination of materials and capacity. The demand for specialty chemicals may also vary depending on the market conditions and customer
needs. CTP can help the company to promise delivery dates that take into account the
availability of both materials and capacity, as well as the production lead time and
transportation time.
The other options are less suitable for CTP, as they are more likely to use standard or
mass production processes, where the products are made in large quantities or in advance,
and where the demand is more stable or predictable. In these environments, ATP may be
sufficient to promise delivery dates based on material availability alone, without considering
capacity constraints.
References : What is a Capable-to-Promise System (CTP System … - Techopedia; Order
promising - Supply Chain Management | Dynamics 365; Capable to Promise (CTP) (MRP
and Supply Chain Planning Help) - Oracle; Calculate sales order delivery dates using CTP
- Supply Chain ….
Which of the following techniques would be most appropriate to use to develop a forecast?
A. Delphi method
B. Moving average
C. Exponentialsmoothing
D. Time series decomposition
Explanation: Exponential smoothing is a forecasting technique that uses a weighted
average of past and present data to predict future values. It is suitable for time series data
that have a stable or slowly changing trend and no significant seasonal variations.
Exponential smoothing assigns more weight to the most recent data, giving it a higher
influence on the forecast. This makes it more responsive to changes in demand patterns
than other techniques, such as moving average or time series decomposition, which use
fixed weights or historical data. The Delphi method is a qualitative technique that involves a
panel of experts who provide their opinions and feedback on a topic through multiple
rounds of surveys. It is not based on historical data or mathematical formulas, but rather on
human judgment and consensus. Therefore, it is not appropriate for developing a
forecast.
References: CPIM Part 2 Exam Content Manual, Version 7.0, Domain 3: Plan and
Manage Demand, Section A: Demand Management, Subsection 2: Forecasting
Techniques and Methods, p. 14-15.
The horizon for forecasts that are input to the sales and operations planning (S&O0P) process should be long enough that:
A. cumulative forecast deviation approaches zero.
B. planned product launches can be incorporated.
C. required resources can be properly planned.
D. supply constraints can be resolved.
Explanation: The horizon for forecasts that are input to the sales and operations planning
(S&OP) process should be long enough that required resources can be properly planned.
The S&OP process is a cross-functional process that aligns the demand and supply plans
of an organization. The S&OP process consists of several steps, such as data gathering,
demand planning, supply planning, pre-S&OP meeting, executive S&OP meeting, and
S&OP implementation. The output of the S&OP process is the production plan, which is a
statement of the resources needed to meet the aggregate demand plan over a mediumterm
horizon. The production plan can be stated in different units of measure depending on
the type of manufacturing environment, such as hours, units, tons, or dollars. The horizon
for forecasts that are input to the S&OP process should be long enough that required
resources can be properly planned, meaning that the organization can anticipate and
allocate the necessary capacity, materials, labor, equipment, and facilities to meet the
expected demand. The horizon for forecasts should also match the lead time for acquiring
or changing the resources, as well as the planning cycle for updating the production plan.
References: CPIM Exam Content Manual Version 7.0, Domain 4: Plan and Manage
Supply, Section 4.1: Develop Supply Plans, Subsection 4.1.2: Describe how to develop a
production plan (page 36).
An advantage of adopting a capacity-leading strategy is that:
A. there is sufficient capacity to meet demand.
B. there is sufficient demand to consume capacity.
C. all demand is satisfied, and profit is maximized.
D. overcapacity problems are minimized.
Explanation: A capacity-leading strategy is a proactive approach that adds or subtracts capacity in anticipation of future market demand. It is an aggressive strategy with the
objective of improving the service level and decreasing lead time1. An advantage of
adopting a capacity-leading strategy is that there issufficient capacity to meet demand,
which means that the organization can satisfy customer needs and expectations, as well as
capture new market opportunities. A capacity-leading strategy can also help the
organization gain a competitive edge by being the first to offer new products or services, or
by lowering prices due to economies of scale2.
The other options are not advantages of adopting a capacity-leading strategy. There is not
necessarily sufficient demand to consume capacity, which means that the organization may
face overcapacity problems, such as high inventory costs, low utilization rates, and reduced
profitability3. All demand is not satisfied, and profit is not maximized, because there may be
other factors that affect customer satisfaction and profitability, such as quality, price, or
service4. Overcapacity problems are not minimized, but rather increased, by adopting a
capacity-leading strategy, because the organization may have more capacity than needed
if demand does not increase as expected3.
References: CPIM Part 2 Exam Content Manual, Domain 4: Plan and Manage Supply,
Section 4.1: Supply Management Concepts and Tools, p. 33-34; Capacity Planning
Strategies: Types, Examples, Pros And Cons - Toggl; Lead Capacity Strategy, Lead
Demand Strategy - UniversalTeacher.com; Capacity Planning Strategies For End-to-End
Supply Chain Profitability; Capacity Planning Strategies: Types, Examples, Pros And Cons
- Toggl.
Which of the following factors is considered a carrying cost?
A. Setup
B. Transportation
C. Obsolescence
D. Scrap rate
Explanation: Obsolescence is the loss of value or usefulness of an item due to changes in
technology, fashion, customer preferences, or other factors. Obsolescence is considered a
carrying cost, because it is an expense associated with holding inventory over a period of
time1. Carrying costs are the various costs a business pays for holding inventory in stock,
such as warehousing, insurance, taxes, depreciation, and opportunity
costs2. Obsolescence can increase the carrying costs of inventory,because it can reduce
the demand and sales potential of the item, and may require the item to be written off or sold at a lower price3.
The other options are not considered carrying costs, because they are not related to
holding inventory in stock. Setup is the cost of preparing a machine or a process for
production. Transportation is the cost of moving goods from one place to another. Scrap
rate is the percentage of defective or unusable units produced in a process. These costs
are more related to production or distribution activities than inventory holding activities.
What is the shortest manufacturing lead time required for 10 units of Item A assuming that it must complete Operations10,20, and 30 in a work cell, and these operations require no set up time”?
A. 10 hours
B. 12 hours
C. 13 hours
D. 30 hours
Explanation: Manufacturing lead time is the time required to acquire, manufacture, or ship
goods1. It includes the time required for preprocessing, processing, and postprocessing of
a finished product2. The formula for manufacturing lead time is:
Manufacturing lead time = Preprocessing time + Processing time + Postprocessing time
Preprocessing time is the time needed for handling the order, making sales order, and
preparing supplies2. Processing time is the period when the product is manufactured or
collected. Postprocessing time is the time of delivery2.
In this question, we are given the following information:
The product is Item A, which requires Operations 10, 20, and 30 in a work cell
The order quantity is 10 units
The operations require no set up time
To find the shortest manufacturing lead time, we need to assume that the preprocessing
and postprocessing times are zero, and that the operations can be performed in parallel.
This means that the work cell can process 10 units of Item A simultaneously, without any
waiting or transportation time.
Therefore, the shortest manufacturing lead time is equal to the longest processing time among the three operations. Since Operation 10 has the longest processing time of 1 hour
per unit, the shortest manufacturing lead time is:
Manufacturing lead time = 1 hour x 10 units = 10 hours
However, this answer is not among the options given. Therefore, we need to consider
another possibility: that the work cell can only process one unit of Item A at a time, and that
the operations must be performed in sequence. This means that each unit of Item A must
complete Operation 10 before moving to Operation 20, and then to Operation 30. In this
case, the shortest manufacturing lead time is equal to the sum of the processing times for
all three operations multiplied by the order quantity. Therefore, the shortest manufacturing
lead time is:
Manufacturing lead time = (1 hour + 0.5 hour + 0.5 hour) x 10 units = 20 hours
However, this answer is also not among the options given. Therefore, we need to consider
one more possibility: that the work cell can process one unit of Item A at a time, but that the
operations can be performed in parallel with overlapping times. This means that as soon as
one unit of Item A finishes Operation 10, it moves to Operation 20, while another unit of
Item A starts Operation 10. Similarly, as soon as one unit of Item A finishes Operation 20, it
moves to Operation 30, while another unit of Item A starts Operation 20. In this case, the
shortest manufacturing lead time is equal to the sum of the processing times for all three
operations plus the processing times for each operation multiplied by the order quantity
minus one. Therefore, the shortest manufacturing lead time is:
Manufacturing lead time = (1 hour + 0.5 hour + 0.5 hour) + (1 hour + 0.5 hour + 0.5 hour) x
(10 units - 1) = 12 hours
This answer is among the options given and it is the shortest possible manufacturing lead
time under these assumptions. Therefore, the correct answer is B. 12 hours.
References : Manufacturing Lead Time; How to Calculate and Reduce Lead Time; How To
Calculate Lead Time?; What Is Lead Time? How to Calculate Lead Time in Different
Industries.
Which of the following statements is true about the mean time between failures (MTBF) measure?
A. Itis used for non-repairable products.
B. An increase in MTBF is proportional to an increase in quality.
C. Itis a useful measure of reliability.
D. Itis the same as operating life or service life.
Explanation: Mean time between failures (MTBF) is the predicted elapsed time between
inherent failures of a mechanical or electronic system during normal system
operation1. MTBF can be calculated as the arithmetic mean (average) time between
failures of a system1. MTBF is a useful measure of reliability, because it indicates how long a system is likely to work before failing. The higher the MTBF, the more reliable the
system2. Reliability is the probability that a system will perform its intended function without
failure for a specified period of time under specified conditions3.
The other statements about MTBF are false. MTBF is not used for non-repairable products,
but for repairable systems. For non-repairable products, mean time to failure (MTTF) is
used instead4. MTTF is the expected time to failure for a non-repairable system1. An
increase in MTBF is not proportional to an increase in quality, because quality is not only
determined by reliability, but also by other factors such as performance, functionality,
durability, and customer satisfaction5. MTBF is not the same as operating life or service
life, because operating life or service life is the total time that a system can operate before
it reaches the end of its useful life, while MTBF is the average time between failures during
the operating life6.
In the design and development of a manufacturing process, process engineers wouldmost likely be responsible fordecisions relating to:
A. lead times.
B. production capacity.
C. product reliability.
D. routing sequences.
A statistical safety stock calculation would be appropriate for:
A. components used in multiple end items.
B. new products at time of introduction.
C. end items with stable demand.
D. supply-constrained raw materials.
Explanation: A statistical safety stock calculation is a method to determine the optimal
amount of safety stock based on the demand variability, the lead time variability, and the
desired service level. A statistical safety stock calculation would be appropriate for end items with stable demand, because these items have a predictable demand pattern and a
low coefficient of variation. For items with unstable or unpredictable demand, such as
components used in multiple end items, new products at time of introduction, or supplyconstrained
raw materials, a statistical safety stock calculation may not be accurate or
reliable, and other methods such as judgmental or simulation-based approaches may be
preferred.
References: CPIM Part 2 Exam Content Manual, Domain 5: Plan and Manage
Inventory, Section 5.4: Inventory Management Techniques, p. 29.
In a make-to-stock (MTS) environment, which of the following actions would improve thetrade-off between the cost ofinventory and the level of customer service?
A. Improving estimates of customer demand
B. Eliminating raw material stockouts
C. Decreasing the frozen time zone
D. Reducing manufacturing overtime
Explanation: In a make-to-stock (MTS) environment, improving estimates of customer
demand would improve the trade-off between the cost of inventory and the level of
customer service. MTS is a production strategy that manufactures products in anticipation
of customer demand, based on forecasts. The main challenge of MTS is to balance the
inventory costs and the customer service levels. Inventory costs include holding costs,
ordering costs, and obsolescence costs. Customer service levels measure the ability to
meet customer demand without delay or stockout. A trade-off exists between these two
objectives, as higher inventory levels can increase customer service levels but also
increase inventory costs, and vice versa.
Improving estimates of customer demand can help reduce the trade-off between inventory
costs and customer service levels, as it can lead to more accurate production planning and
inventory management. By forecasting demand more accurately, a company can avoid
overproduction or underproduction, which can result in excess inventory or stockouts,
respectively. By producing the right amount of products at the right time, a company can
lower its inventory costs and increase its customer service levels.
Eliminating raw material stockouts would not improve the trade-off between inventory costs
and customer service levels in a MTS environment, as it would not affect the finished
goods inventory or the customer demand. Raw material stockouts are a supply issue that
can disrupt the production process and cause delays or shortages in the finished goods.
However, they do not directly impact the inventory costs or the customer service levels of
the finished goods, which are determined by the demand forecasts and the production plans.
Decreasing the frozen time zone would not improve the trade-off between inventory costs
and customer service levels in a MTS environment, as it would increase the variability and
uncertainty in the production process. The frozen time zone is the period of time in which
no changes can be made to the production schedule, as it is considered fixed and final.
Decreasing the frozen time zone would allow more flexibility and responsiveness to
changes in demand or supply, but it would also increase the risk of errors, disruptions, or
inefficiencies in the production process. This could resultin higher production costs, lower
quality, or longer lead times, which could negatively affect the inventory costs and the
customer service levels.
Reducing manufacturing overtime would not improve the trade-off between inventory costs
and customer service levels in a MTS environment, as it would reduce the production
capacity and output. Manufacturing overtime is a way of increasing the production capacity
and output by extending the working hours of the production resources, such as labor or
equipment. Reducing manufacturing overtime would lower the production costs, but it
would also lower the production output. This could result in insufficient inventory to meet
customer demand, which could lower the customer service levels.
References := Make-to-
Stock (MTS) Definition, Make-to-Stock (MTS) vs Make-to-Order (MTO) |
TradeGecko, Value Creation: Assessing the Cost-Service Trade-off
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