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The application of control charts is straightforward in manufacturing processes when you have tangible goods with physical characteristics you can easily measure on a numerical scale. Quality control is also important in service businesses, but you are generally not going to want to measure the physical characteristics of your customers! Do you think control charts have a place in service businesses? Discuss how you might apply them to specific examples.

Short Answer

Expert verified

Quality control is a method of maintaining quality in produced goods by comparing a sample of the outcome to the specifications.

Step by step solution

01

Quality control

Quality control (QC) is a method by which a company strives to maintain or enhance the quality of the product. Quality control entails testing components to see if they meet the standards for the ultimate item. The QC procedure ensures that the item under development is of a good standard. Inspections, deliverables peer review process, as well as software testing procedures, are all instances of quality control tasks.

02

The control charts have a place in service businesses. They might apply them to specific examples

Thecontrol chartis, indeed, a graphical depiction of how a system changes over time. The control chart contains a chart with a midline that represents the mean, and a top and bottom boundary. This is used to evaluate previous and present performances. One of the purposes of a control chart is to evaluate a system for particular reasons of variability that can arise as well as eliminate problems so they don't happen again.

Being under statistical process control is not a natural condition of affairs. It requires time as well as dedication to developing a process. A control chart may also be used to calculate the system average. Some other goal is to calculate the variance (the histogram spread).

It is critical to understand that a determined average, as well as standard deviation, is meaningless unless the procedure that created it is statistically controlled. Quality is essential for a company, including the service sector. Sometimes in the service industry, if the service quality is high, the client base will keep strong; otherwise, the client will hunt for other choices in the marketplace that may give better service.

Most organizations utilize statistical tools to examine data and establish how the firm is performing in terms of process improving performance to sustain superior services. A control chart, which is appropriate to the service business, may be utilized to do this. Control charts are frequently utilized in the service sector including healthcare, telephone companies, as well as advisory organizations. Most products are graded depending on their reliability, long waits (minutes, weeks, months, as well as seasons), as well as other factors.

A control chart can be used to monitor as well as assess the time required to handle each client in the service sector, such as telecoms. To do so, past year's data should be collected combined with the existing year's information as well as portrayed graphically. This graph displays the longest and quickest timeframes to service a client and the average amount of time. Depending on this, the organization’s senior management may decide whether or not services supplied to clients are continuously improving.

They can also examine the instances that took much longer to determine why any of the instances took so long, especially if this occurs regularly, efforts can be made to prevent similar circumstances. Also, managers may discuss the average time to decide whether it has stayed stable over time, it can assist in taking necessary actions to enhance service time as well as stay competitive. As a consequence, control charts play a prominent part in the service sector as well as therefore good control chart application supports the company in attaining its organizational objectives.

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Most popular questions from this chapter

Question:Ten samples of 15 parts each were taken from an ongoing process to establish a p-chart for control. The samples and the number of defectives in each are shown in the following table:

Sample

n

Number Of Defective Items In The Sample

Sample

n

Number Of Defective Items In The Sample

1

15

3

6

15

2

2

15

1

7

15

0

3

15

0

8

15

3

4

15

0

9

15

1

5

15

0

10

15

0

a. Develop a p-chart for 95 percent confidence (1.96 standard deviations).

b. Based on the plotted data points, what comments can you make?

Question: The following tasks are to be performed on an assembly line:

Task

Seconds

Task That Must Precede

A

20

-

B

7

A

C

20

B

D

22

B

E

15

C

F

10

D

G

16

E, F

H

8

G

The workday is seven hours long. Demand for the completed product is 750 per day.

a. Find the cycle time required to produce 750 units per day.

b. What is the theoretical number of workstations?

c. Draw the precedence diagram.

d. Balance the line using sequential restrictions and the longest-operating-time rule.

e. What is the efficiency of the line balanced as in part (d), assuming it is running at the cycle time from part (a)?

f. Suppose that demand rose from 750 to 800 units per day. What would you do? Show any amounts or calculations.

g. Suppose that demand rose from 750 to 1,000 units per day. What would you do? Show any amounts or calculations.

Question: Francis Johnson’s plant needs to design an efficient assembly line to make a new product. The assembly line needs to produce 15 units per hour, and there is room for only four workstations. The tasks and the order in which they must be performed are shown in the following table. Tasks cannot be split, and it would be too expensive to duplicate any task.

Task

Task Time

(Minutes)

Immediate

Predecessor

A

1

-

B

2

-

C

3

-

D

1

A,B,C

E

3

C

F

2

E

G

3

E

a. Draw the precedence diagram.

b. What is the workstation cycle time required to produce 15 units per hour?

c. Balance the line so that only four workstations are required. Use whatever method you feel is appropriate.

d. What is the efficiency of your line balance, assuming the cycle time from part (b)?

A firm is selling two products, chairs and bar stools, each at \(50 per unit. Chairs have a variable cost of \)25, and bar stools \(20. Fixed cost for the firm is \)20,000.

a.If the sales mix is 1:1 (one chair sold for every bar stool sold), what is the break-even point in dollars of sales? In units of chairs and bar stools?

b.If the sales mix changes to 1:4 (one chair sold for every four bar stools sold), what is the break-even point in dollars of sales? In units of chairs and bar stools?

Question: If the specification is such that no washer should be greater than 2.4 millimeters, assuming that the thicknesses are distributed normally, what fraction of the output is expected to be greater than this thickness?

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