Deck 13: Inventory Management

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Question
The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions: <strong>The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions:   Based on the distribution of calls above, the expected value, or average number of calls to the help desk between 9:00 a.m. and 10:00 a.m. is</strong> A) 61.5 B) 62.0 C) 62.5 D) 63.0 <div style=padding-top: 35px> Based on the distribution of calls above, the expected value, or average number of calls to the help desk between 9:00 a.m. and 10:00 a.m. is

A) 61.5
B) 62.0
C) 62.5
D) 63.0
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Question
The ___ technique selects numbers randomly from a probability distribution for being used in a trial run of a simulation.

A) Computer World
B) Monaco
C) steady-state
D) none of the above
Question
An advantage of using a computer versus a manual approach, when performing a simulation, is that it often takes only seconds versus hours to reach a steady-state result.
Question
As a simulation model becomes more complex, using a computer application is virtually impossible.
Question
Simulation is a popular decision-making tool that provides a solution to any type of problem.
Question
After a sufficient number of simulation runs, a steady state results when the variable being investigated reaches an ___ value that remains constant.

A) optimal
B) average
C) expected
D) estimated
Question
The weekly demand for a company's product follows the probability distribution below: <strong>The weekly demand for a company's product follows the probability distribution below:   The expected value, or average, weekly demand is</strong> A) 137.50 B) 142.50 C) 153.75 D) 165.75 <div style=padding-top: 35px> The expected value, or average, weekly demand is

A) 137.50
B) 142.50
C) 153.75
D) 165.75
Question
Simulation is the preferred technique for problems with random variables represented by the probability distributions.
Question
Simulation analysis is useful for operational problems that

A) are easy to solve analytically
B) cannot be solved analytically
C) require an optimal solution
D) meet specific analytical criteria
Question
Because simulation is used to analyze probabilistic problems, it provides information that is used to make a decision versus an optimal solution.
Question
A random number's likelihood of being selected is based on a normal distribution.
Question
The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions: <strong>The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions:   Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70. If the first random number interval begins with 1, then the number of calls that would be simulated for day 3 is</strong> A) 50 B) 55 C) 60 D) 65 <div style=padding-top: 35px> Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70.
If the first random number interval begins with 1, then the number of calls that would be simulated for day 3 is

A) 50
B) 55
C) 60
D) 65
Question
The Monte Carlo technique selects numbers randomly from a probability distribution for being used in a quantitative model.
Question
At a Walmart store, simulation can be used to analyze waiting lines at the check-out stands to determine the required staffing levels.
Question
Simulation is often viewed as the technique of last resort because it can be applied to situations when there is no applicable quantitative model.
Question
The weekly demand for a company's product follows the probability distribution below: <strong>The weekly demand for a company's product follows the probability distribution below:   Use the following random numbers to simulate the product's demand for the next five weeks: 72, 27, 93, 17, 47. If the first random number interval begins with 1, then the total demand for the simulated five-week period is</strong> A) 700 B) 650 C) 625 D) 550 <div style=padding-top: 35px> Use the following random numbers to simulate the product's demand for the next five weeks: 72, 27, 93, 17, 47.
If the first random number interval begins with 1, then the total demand for the simulated five-week period is

A) 700
B) 650
C) 625
D) 550
Question
The weekly demand for a company's product follows the probability distribution below: <strong>The weekly demand for a company's product follows the probability distribution below:   Use the following random numbers to simulate the product's demand for the next five weeks: 72, 27, 93, 17, 47. If the first random number interval begins with 1, then the average weekly demand for the simulated five-week period is</strong> A) 137.50 B) 140.00 C) 142.50 D) 152.50 <div style=padding-top: 35px> Use the following random numbers to simulate the product's demand for the next five weeks: 72, 27, 93, 17, 47.
If the first random number interval begins with 1, then the average weekly demand for the simulated five-week period is

A) 137.50
B) 140.00
C) 142.50
D) 152.50
Question
Simulation analysis is the preferred method used at hospitals to determine the type of treatment a patient requires.
Question
The Monte Carlo technique is a mathematical model used within a simulation.
Question
A steady state results, when a simulation is repeated enough times that the random variable being investigated, reaches an average result that remains constant.
Question
Simulations applied to plant layout or assembly line balancing comprise which type of operational problem?

A) queuing
B) production and manufacturing systems
C) service operations
D) waiting lines/service
Question
The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions: <strong>The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions:   Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70. If the first random number interval begins with 1, then the average number of calls received over the simulated five-day period is</strong> A) 63 B) 62 C) 61 D) 60 <div style=padding-top: 35px> Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70.
If the first random number interval begins with 1, then the average number of calls received over the simulated five-day period is

A) 63
B) 62
C) 61
D) 60
Question
Which of the following is not a common application for simulations in operations management?

A) waiting lines/service
B) inventory management
C) logistics
D) service standards development
Question
Calculate the order quantity for a periodic inventory system.
Question
In what ways is simulation relevant to analyzing production problems?
Question
Contrast continuous and periodic inventory systems and classify inventory according to the ABC system.
Question
The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions: <strong>The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions:   Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70. If the first random number interval begins with 1, then the total number of calls received over the simulated five-day period is</strong> A) 375 B) 350 C) 325 D) 300 <div style=padding-top: 35px> Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70.
If the first random number interval begins with 1, then the total number of calls received over the simulated five-day period is

A) 375
B) 350
C) 325
D) 300
Question
What is simulation and why is it a popular decision-making tool?
Question
Determine if an order size with a quantity discount is more cost effective than the EOQ.
Question
The weekly capacity measured in machine hours for a small machine shop follows the probability distribution shown below: <strong>The weekly capacity measured in machine hours for a small machine shop follows the probability distribution shown below:   Based on the probability distributions above, the expected value, or average hours of weekly capacity for the machine shop is</strong> A) 500 hours B) 490 hours C) 480 hours D) 475 hours <div style=padding-top: 35px> Based on the probability distributions above, the expected value, or average hours of weekly capacity for the machine shop is

A) 500 hours
B) 490 hours
C) 480 hours
D) 475 hours
Question
Seasonal inventory allows a firm to maintain a smooth production flow throughout the year.
Question
Problems that typically include random variables such as distance, different modes of transportation, and schedules are generally considered _____ problems.

A) production and manufacturing systems
B) logistics
C) service operations
D) environmental and resource analysis
Question
Explain why companies keep inventory and how advances in IT have impacted inventory decisions.
Question
Discuss the key elements of costs and inventory, and the relationship between inventory costs and customer service.
Question
Use the basic economic order quantity (EOQ) model and the economic production quantity (EPQ) model to calculate optimal order/production quantity and related values in a continuous inventory system.
Question
Determine the appropriate reorder point in a continuous inventory system based on a target service level.
Question
Problems that require estimates of cash flows resulting from random variables are known as _____ problems.

A) production and manufacturing systems
B) logistics
C) capital investment and budgeting
D) inventory management
Question
The operations of police departments, post office, and airports are studied in what type of simulation?

A) logistics
B) environmental and resources analysis
C) service operations
D) waiting lines/service
Question
Determine the optimal order quantity for a single-period inventory model.
Question
The weekly capacity measured in machine hours for a small machine shop follows the probability distributions shown below: <strong>The weekly capacity measured in machine hours for a small machine shop follows the probability distributions shown below:   Use the following random numbers to simulate weekly capacity for the machine shop for the next five weeks: 93, 31, 71, 8, 6. If the first random number interval begins with 1, then the minimum capacity for the simulated five-week period is</strong> A) 560. B) 520. C) 440. D) 400. <div style=padding-top: 35px> Use the following random numbers to simulate weekly capacity for the machine shop for the next five weeks: 93, 31, 71, 8, 6.
If the first random number interval begins with 1, then the minimum capacity for the simulated five-week period is

A) 560.
B) 520.
C) 440.
D) 400.
Question
As the level of inventory increases to provide better customer service, quality-related customer service costs decrease.
Question
Carrying costs and ordering costs are inversely related.
Question
The three basic costs associated with inventory are holding costs, ordering costs and shortage costs.
Question
Buffer inventories provide independence between different stages of the production process.
Question
Product deterioration, spoilage, breakage, and obsolescence are examples of shortage costs.
Question
The time between orders is variable and the order quantity is constant in the periodic inventory system.
Question
Dependent demand is determined by external market conditions.
Question
Dependent demand items consist of component parts or materials used in the production process to produce a final product.
Question
Finished product is an example of a dependent demand item.
Question
Continuous inventory systems often incorporate information technology to improve the speed and accuracy of data entry and retrieval.
Question
Inventory can take the form of tools and equipment.
Question
The ABC classification system is a method for classifying inventory based on the percentage of total value and the percentage of total quantity.
Question
Class A items in the ABC classification system require less monitoring and control than Class C items.
Question
The conventional approach to inventory management is to maintain a level of inventory that reflects a compromise between inventory cost and customer service.
Question
Inventory management is concerned with how much to order and when to order.
Question
The reorder point is the level of inventory that prompts a new order to be placed in a continuous inventory system.
Question
Hedging involves buying larger amounts of inventory in anticipation of future price increases.
Question
Shortage costs are easier to determine than carrying costs or ordering costs.
Question
Dependent demand items are typically products for use by the final customer.
Question
Carrying costs are more difficult to determine than ordering or shortage costs.
Question
The EOQ model determines the optimal order size that minimizes the sum of carrying cost and shortage costs.
Question
In ABC analysis, each class of inventory requires different levels of inventory monitoring and control.
Question
The order cycle is the time between receipts of orders in an inventory cycle.
Question
The number of orders can be calculated by dividing the daily demand rate, d, by the order quantity, Q.
Question
The quantity discount model evaluates whether using an order size which qualifies for a price discount is always less cost effective than using the economic order quantity.
Question
With the economic order quantity (EOQ) model, increasing the order quantity reduces inventory carrying cost.
Question
For a given annual demand, total annual ordering cost is independent of order size.
Question
The order quantity for a periodic inventory system remains constant.
Question
The average inventory can be calculated by dividing the annual demand, D, by 2.
Question
When demand is uncertain, a safety stock is often added to the expected demand during lead time to prevent a stock-out.
Question
Maintaining a desired service level influences the level of safety stock.
Question
Periodic inventory systems initiate a new order when the level of inventory falls into the reorder point.
Question
The economic order quantity (EOQ) model determines the optimal order size that minimizes total annual inventory costs.
Question
The production quantity model, a variation of the basic EOQ model, assumes non-instantaneous replenishment.
Question
The periodic inventory system is often preferred for high quantity, low value items.
Question
A quantity discount is a price discount available if a predetermined number of units is ordered.
Question
Continuous inventory systems are primarily intended for lower cost items because they are easier to use requiring fewer resources.
Question
The economic order quantity occurs when the annual carrying cost is equal to the annual ordering cost.
Question
Continuous inventory systems are also referred to as a fixed-order-quantity system.
Question
With the economic order quantity (EOQ) model, the number of orders increases as the order size decreases.
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Deck 13: Inventory Management
1
The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions: <strong>The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions:   Based on the distribution of calls above, the expected value, or average number of calls to the help desk between 9:00 a.m. and 10:00 a.m. is</strong> A) 61.5 B) 62.0 C) 62.5 D) 63.0 Based on the distribution of calls above, the expected value, or average number of calls to the help desk between 9:00 a.m. and 10:00 a.m. is

A) 61.5
B) 62.0
C) 62.5
D) 63.0
63.0
2
The ___ technique selects numbers randomly from a probability distribution for being used in a trial run of a simulation.

A) Computer World
B) Monaco
C) steady-state
D) none of the above
none of the above
3
An advantage of using a computer versus a manual approach, when performing a simulation, is that it often takes only seconds versus hours to reach a steady-state result.
True
4
As a simulation model becomes more complex, using a computer application is virtually impossible.
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k this deck
5
Simulation is a popular decision-making tool that provides a solution to any type of problem.
Unlock Deck
Unlock for access to all 127 flashcards in this deck.
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k this deck
6
After a sufficient number of simulation runs, a steady state results when the variable being investigated reaches an ___ value that remains constant.

A) optimal
B) average
C) expected
D) estimated
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k this deck
7
The weekly demand for a company's product follows the probability distribution below: <strong>The weekly demand for a company's product follows the probability distribution below:   The expected value, or average, weekly demand is</strong> A) 137.50 B) 142.50 C) 153.75 D) 165.75 The expected value, or average, weekly demand is

A) 137.50
B) 142.50
C) 153.75
D) 165.75
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k this deck
8
Simulation is the preferred technique for problems with random variables represented by the probability distributions.
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k this deck
9
Simulation analysis is useful for operational problems that

A) are easy to solve analytically
B) cannot be solved analytically
C) require an optimal solution
D) meet specific analytical criteria
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Unlock Deck
k this deck
10
Because simulation is used to analyze probabilistic problems, it provides information that is used to make a decision versus an optimal solution.
Unlock Deck
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Unlock Deck
k this deck
11
A random number's likelihood of being selected is based on a normal distribution.
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12
The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions: <strong>The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions:   Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70. If the first random number interval begins with 1, then the number of calls that would be simulated for day 3 is</strong> A) 50 B) 55 C) 60 D) 65 Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70.
If the first random number interval begins with 1, then the number of calls that would be simulated for day 3 is

A) 50
B) 55
C) 60
D) 65
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13
The Monte Carlo technique selects numbers randomly from a probability distribution for being used in a quantitative model.
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14
At a Walmart store, simulation can be used to analyze waiting lines at the check-out stands to determine the required staffing levels.
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15
Simulation is often viewed as the technique of last resort because it can be applied to situations when there is no applicable quantitative model.
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16
The weekly demand for a company's product follows the probability distribution below: <strong>The weekly demand for a company's product follows the probability distribution below:   Use the following random numbers to simulate the product's demand for the next five weeks: 72, 27, 93, 17, 47. If the first random number interval begins with 1, then the total demand for the simulated five-week period is</strong> A) 700 B) 650 C) 625 D) 550 Use the following random numbers to simulate the product's demand for the next five weeks: 72, 27, 93, 17, 47.
If the first random number interval begins with 1, then the total demand for the simulated five-week period is

A) 700
B) 650
C) 625
D) 550
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17
The weekly demand for a company's product follows the probability distribution below: <strong>The weekly demand for a company's product follows the probability distribution below:   Use the following random numbers to simulate the product's demand for the next five weeks: 72, 27, 93, 17, 47. If the first random number interval begins with 1, then the average weekly demand for the simulated five-week period is</strong> A) 137.50 B) 140.00 C) 142.50 D) 152.50 Use the following random numbers to simulate the product's demand for the next five weeks: 72, 27, 93, 17, 47.
If the first random number interval begins with 1, then the average weekly demand for the simulated five-week period is

A) 137.50
B) 140.00
C) 142.50
D) 152.50
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18
Simulation analysis is the preferred method used at hospitals to determine the type of treatment a patient requires.
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19
The Monte Carlo technique is a mathematical model used within a simulation.
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20
A steady state results, when a simulation is repeated enough times that the random variable being investigated, reaches an average result that remains constant.
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k this deck
21
Simulations applied to plant layout or assembly line balancing comprise which type of operational problem?

A) queuing
B) production and manufacturing systems
C) service operations
D) waiting lines/service
Unlock Deck
Unlock for access to all 127 flashcards in this deck.
Unlock Deck
k this deck
22
The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions: <strong>The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions:   Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70. If the first random number interval begins with 1, then the average number of calls received over the simulated five-day period is</strong> A) 63 B) 62 C) 61 D) 60 Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70.
If the first random number interval begins with 1, then the average number of calls received over the simulated five-day period is

A) 63
B) 62
C) 61
D) 60
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23
Which of the following is not a common application for simulations in operations management?

A) waiting lines/service
B) inventory management
C) logistics
D) service standards development
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k this deck
24
Calculate the order quantity for a periodic inventory system.
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25
In what ways is simulation relevant to analyzing production problems?
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26
Contrast continuous and periodic inventory systems and classify inventory according to the ABC system.
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27
The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions: <strong>The number of daily calls received by a help desk between the hours of 9:00 a.m. and 10:00 a.m. can be described by the following probability distributions:   Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70. If the first random number interval begins with 1, then the total number of calls received over the simulated five-day period is</strong> A) 375 B) 350 C) 325 D) 300 Use the following random numbers to simulate the number of calls to the help desk between 9:00 a.m. and 10:00 a.m. for the next five days: 39, 55, 18, 16, 70.
If the first random number interval begins with 1, then the total number of calls received over the simulated five-day period is

A) 375
B) 350
C) 325
D) 300
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28
What is simulation and why is it a popular decision-making tool?
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29
Determine if an order size with a quantity discount is more cost effective than the EOQ.
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30
The weekly capacity measured in machine hours for a small machine shop follows the probability distribution shown below: <strong>The weekly capacity measured in machine hours for a small machine shop follows the probability distribution shown below:   Based on the probability distributions above, the expected value, or average hours of weekly capacity for the machine shop is</strong> A) 500 hours B) 490 hours C) 480 hours D) 475 hours Based on the probability distributions above, the expected value, or average hours of weekly capacity for the machine shop is

A) 500 hours
B) 490 hours
C) 480 hours
D) 475 hours
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31
Seasonal inventory allows a firm to maintain a smooth production flow throughout the year.
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k this deck
32
Problems that typically include random variables such as distance, different modes of transportation, and schedules are generally considered _____ problems.

A) production and manufacturing systems
B) logistics
C) service operations
D) environmental and resource analysis
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Unlock Deck
k this deck
33
Explain why companies keep inventory and how advances in IT have impacted inventory decisions.
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34
Discuss the key elements of costs and inventory, and the relationship between inventory costs and customer service.
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35
Use the basic economic order quantity (EOQ) model and the economic production quantity (EPQ) model to calculate optimal order/production quantity and related values in a continuous inventory system.
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36
Determine the appropriate reorder point in a continuous inventory system based on a target service level.
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37
Problems that require estimates of cash flows resulting from random variables are known as _____ problems.

A) production and manufacturing systems
B) logistics
C) capital investment and budgeting
D) inventory management
Unlock Deck
Unlock for access to all 127 flashcards in this deck.
Unlock Deck
k this deck
38
The operations of police departments, post office, and airports are studied in what type of simulation?

A) logistics
B) environmental and resources analysis
C) service operations
D) waiting lines/service
Unlock Deck
Unlock for access to all 127 flashcards in this deck.
Unlock Deck
k this deck
39
Determine the optimal order quantity for a single-period inventory model.
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40
The weekly capacity measured in machine hours for a small machine shop follows the probability distributions shown below: <strong>The weekly capacity measured in machine hours for a small machine shop follows the probability distributions shown below:   Use the following random numbers to simulate weekly capacity for the machine shop for the next five weeks: 93, 31, 71, 8, 6. If the first random number interval begins with 1, then the minimum capacity for the simulated five-week period is</strong> A) 560. B) 520. C) 440. D) 400. Use the following random numbers to simulate weekly capacity for the machine shop for the next five weeks: 93, 31, 71, 8, 6.
If the first random number interval begins with 1, then the minimum capacity for the simulated five-week period is

A) 560.
B) 520.
C) 440.
D) 400.
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41
As the level of inventory increases to provide better customer service, quality-related customer service costs decrease.
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42
Carrying costs and ordering costs are inversely related.
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43
The three basic costs associated with inventory are holding costs, ordering costs and shortage costs.
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44
Buffer inventories provide independence between different stages of the production process.
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45
Product deterioration, spoilage, breakage, and obsolescence are examples of shortage costs.
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46
The time between orders is variable and the order quantity is constant in the periodic inventory system.
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47
Dependent demand is determined by external market conditions.
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48
Dependent demand items consist of component parts or materials used in the production process to produce a final product.
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49
Finished product is an example of a dependent demand item.
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50
Continuous inventory systems often incorporate information technology to improve the speed and accuracy of data entry and retrieval.
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51
Inventory can take the form of tools and equipment.
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52
The ABC classification system is a method for classifying inventory based on the percentage of total value and the percentage of total quantity.
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53
Class A items in the ABC classification system require less monitoring and control than Class C items.
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54
The conventional approach to inventory management is to maintain a level of inventory that reflects a compromise between inventory cost and customer service.
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55
Inventory management is concerned with how much to order and when to order.
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56
The reorder point is the level of inventory that prompts a new order to be placed in a continuous inventory system.
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57
Hedging involves buying larger amounts of inventory in anticipation of future price increases.
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58
Shortage costs are easier to determine than carrying costs or ordering costs.
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59
Dependent demand items are typically products for use by the final customer.
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60
Carrying costs are more difficult to determine than ordering or shortage costs.
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61
The EOQ model determines the optimal order size that minimizes the sum of carrying cost and shortage costs.
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62
In ABC analysis, each class of inventory requires different levels of inventory monitoring and control.
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63
The order cycle is the time between receipts of orders in an inventory cycle.
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64
The number of orders can be calculated by dividing the daily demand rate, d, by the order quantity, Q.
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65
The quantity discount model evaluates whether using an order size which qualifies for a price discount is always less cost effective than using the economic order quantity.
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66
With the economic order quantity (EOQ) model, increasing the order quantity reduces inventory carrying cost.
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67
For a given annual demand, total annual ordering cost is independent of order size.
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68
The order quantity for a periodic inventory system remains constant.
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69
The average inventory can be calculated by dividing the annual demand, D, by 2.
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70
When demand is uncertain, a safety stock is often added to the expected demand during lead time to prevent a stock-out.
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71
Maintaining a desired service level influences the level of safety stock.
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72
Periodic inventory systems initiate a new order when the level of inventory falls into the reorder point.
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73
The economic order quantity (EOQ) model determines the optimal order size that minimizes total annual inventory costs.
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74
The production quantity model, a variation of the basic EOQ model, assumes non-instantaneous replenishment.
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75
The periodic inventory system is often preferred for high quantity, low value items.
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76
A quantity discount is a price discount available if a predetermined number of units is ordered.
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77
Continuous inventory systems are primarily intended for lower cost items because they are easier to use requiring fewer resources.
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78
The economic order quantity occurs when the annual carrying cost is equal to the annual ordering cost.
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79
Continuous inventory systems are also referred to as a fixed-order-quantity system.
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80
With the economic order quantity (EOQ) model, the number of orders increases as the order size decreases.
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