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3 years ago

1. the basic control process of business begins with _____.

Business

2 answers:

Rudik [331]3 years ago

6 0

Beings with the establishment of clear standards of performance.

Masja [62]3 years ago

5 0

The establishment of clear standards of performance is the answer.

The basic control process of business begins with the establishment of clear standards of performance.

Further explanation:

Control process:

The control process is the functional process for organizational control which have been arrived from the goals of the organization and the strategic management of the organization.

The establishment of clear standards of performance says that employees or any person should improve the performance according to the standards. Every organization, company, school, authority wants good employees who have clear standards of performance. To meet the organization’s expectations or targets, employees should perform well to meet the standards of performance. For the best effective and efficient management, employees should give their best and the seniors or the organization should also understand them well too.

A good environment is being required by everyone, so as to live peacefully and to work in a healthy environment. There should be a manager-employee relationship, where a manager should understand their employee’s problem and the employee should also give his/her best to achieve the objective of the organization.

Thus, the basic control process of business begins with the establishment of clear standards of performance.

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Answer details:

Grade: High School

Subject: Business

Chapter: Control process

Keywords: The basic control process of business, begins with the establishment, of clear standards of performance, expectations, target, employees, manager, senior, relationship, healthy, environment.

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Answer:

A) ≈ 3.509 grams

B) The process is not capable because the lowest Cpk which is 1.89 ≈ 1.9 is far from the ideal 1.33 capability index number ( NO )

c) 1.051 ounces

Explanation:

A) The largest standard deviation ( in grams)

This can be calculated applying the capability index formula and according to the capability index formula the value at which a process is capable is at : 1.33

hence the largest standard deviation = upper limit - lower limit / 6 * 1.33

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B) we first calculate the process mean and std of the box

standard deviation = $\sqrt{variance }$

std of the six-bar box = $\sqrt{6*0.86^2}$ = 2.106

process mean = 6 * ( 1.03 * 28.33) = 175.079

the mean is not centered between the upper specification and the lower specification hence we will apply the formulae used in calculating the capability index for an uncentered process

Cpk = (upper value - process mean) / (3 * std of box),

= (187 - 175.079) / ( 3 * 2.106) = 11.921 / 6.318 = 1.89

Cpk = (process mean - lower value ) / (3*std of box)

= ( 175.079 - 153 ) / (3 * 2.106) = 22.079 / 6.318 = 3.49

The process is not capable because the lowest Cpk which is 1.89 ≈ 1.9 is far from the ideal 1.33 capability index number ( N0 )

c ) lowest setting

calculate the value of the mean using capability index of 1.33

Cpk = (upper value - mean ) / 3 * std

mean = 187 - 1.33 * 3 * 2.106

= 187 - 8.40 = 178.60 grams

Cpk = ( process mean - lower value ) / 3 * std

mean = 1.33 * 3 * 2.106 + 153

= 8.40 + 153 = 161.40 grams

the lowest setting in ounces

= 178.60 / ( 6 bar * 28 .33)

= 178.60 / 169.98 = 1.051 ounces

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Answer:

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Explanation:

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