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katovenus [111]
3 years ago
7

If an undergraduate student was considering getting a tattoo and stopped to ask herself what her parents would think of such beh

avior, such a reflection would constitute her ________.
Business
2 answers:
lutik1710 [3]3 years ago
7 0

Answer:

The correct answer is letter "B": subjective norm.

Explanation:

Subjective norms represent the beliefs of individuals based on what other people may think about their behavior. These norms drive individuals to act in forms that others would approve. Those other people are usually people close to the individuals with subjective norms but in some other cases could be anybody.

MariettaO [177]3 years ago
3 0

Answer: The correct answer is "subjective norm".

Explanation: If an undergraduate student was considering getting a tattoo and stopped to ask herself what her parents would think of such behavior, such a reflection would constitute her subjective norm since it depends on her parents in particular what thoughts they may have about her and her behavior.

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Identify the goal of outsourcing governance procedures. Group of answer choices To report on the fairness of the presentation of
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If you take out a loan, which two things do your loan payments go toward?
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D. Principal and interest

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Sometimes conflict can be healthy critically discuss the statement​
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7 0
3 years ago
W
Alexxandr [17]

Answer:

a).

  • Labor hours productivity=3.500
  • Multi-factor productivity=2.423

b). The reduction in labor hours per employee per week to achieve this goal=15.735 hours

c). The maximum value that the overhead costs per week can be to ensure the multi-factor productivity is at least 1.257=$21,059.666

Explanation:

a).

  • <em>Step 1: Determine the labor hours productivity</em>

Labor output per week=potential leads×fee

where;

potential leads=5% of potential leads, and potential leads=3,000

potential leads=5%×3,000

potential leads=(5/100)×3,000=150

one-time fee=$70

replacing;

Labor output per week=70×150=$10,500

Labor input per week=cost per hour per employee×number of employees×number of hours worked

where;

cost per hour per employee=$25

number of employees=3

number of hours worked=40

replacing;

Labor input per week=25×3×40=$3,000

Labor hours productivity=labor output per week/labor input per week

Labor hours productivity=10,500/3,000=3.500

  • <em>Step 2: Determine the multi-factor productivity</em>

Multi-factor productivity=Generated fees/(labor cost+material cost+overhead cost)

where;

generated fees=number of employees×potential leads×potential ratio×fee

number of employees=3, potential leads=3,000, potential ratio=5%=5/100=0.05, fee=$70

generated fees=3×3,000×0.05×70=$31,500

Labor cost=$3,000

Material cost=$1,000

Overhead cost=$9,000

Total cost=3,000+1,000+9,000=$13,000

replacing;

Multi-factor productivity=31,500/13,000=2.423

b). Increasing the multi-factor productivity (MP) by 10%

New MP=(110/100)×2.423=2.665

New MP=generated fees/labor cost+material cost+overhead cost

labor cost=cost per hour per employee×number of employees×number of hours worked

where;

cost per hour per employee=$25

number of employees=3

number of hours worked=h

labor cost=25×3×h=75 h

material cost=$1,000

overhead cost=$9,000

generated fees=$31,500

New MP=2.665

replacing;

2.665=31,500/{(75 h)+(1,000)+(9,000)}

2.665=31,500/75 h+10,000

2.665(75 h+10,000)=31,500

199.875 h+26,650=31,500

199.875 h=31,500-26,650

199.875 h=4,850

h=4,850/199.875

h=24.265

New labor hours=24.265 hours per week

Initial labor hours=40 hours per week

Reduction in labor hours=Initial labor hours-new labor hours

Reduction in labor hours=(40-24.265)=15.735

The reduction in labor hours per employee per week to achieve this goal=15.735 hours

c). Using a multi-factor of 1.257

MP=generated fees/labor cost+material cost+overhead cost

where;

MP=1.257

generated fees=$31,500

Labor cost=$3,000

Material cost=$1,000

Overhead cost=c

replacing;

1.257=31,500/(c+3,000+1,000)

1.257=31,500/c+4,000

1.257(c+4,000)=31,500

1.257 c+5,028=31,500

1.257 c=31,500-5,028

1.257 c=26,472

c=26,472/1.257=21,059.666

The maximum value that the overhead costs per week can be to ensure the multi-factor productivity is at least 1.257=$21,059.666

8 0
3 years ago
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