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ICE Princess25 [194]
3 years ago
5

Your company is fairly progressive and has started to use peer-evaluations in the performance evaluation process with the idea t

hat nobody knows team members’ behaviors better than the team. Each individual completes a self-evaluation and then one evaluation on each member of the team. The overall average is used to calculate performance grades for each team member. Dave, one of your teammates is not fond of Sherry; in fact it’s fair to say he’d rather work with anyone but Sherry. They are both good performers but Dave confides in you that he’s afraid she will give him poor ratings. Anticipating this likelihood, Dave tells you that he feels like he has no other choice but to provide Sherry with lower ratings so as to counteract the effect of her lower ratings of him. Which of the following actions would be most helpful to Dave in promoting an ethical choice?
a. Ask Dave to consider other potential options regardless of whether he is right or wrong about Sherry.
b. Tell Dave that although you appreciate his candor, you now have no other choice but to contact your boss about the situation.
c. Tell Dave that lying is never the answer especially since he doesn’t know for sure that Sherry will behave as he fears.
d. Call your company’s confidential ethics hotline to inform senior management that people are abusing the performance management system.
Business
1 answer:
Readme [11.4K]3 years ago
6 0

Answer:

The answer is C. You have to directly tell him that since he can't "read Sherry's mind", he can't lie in the evaluation process.

Explanation:

Teams achieve more than individuals! we know this. and Teams make it easier to do a task and it is less time consuming.

Moreover, an array of different talents and expertise is mingled during a team work. This allows for the  individual development of skills and experience along with benefiting the entire organization.

Scenarios such as these are common. Because teams are diverse, each member has a different and unique personality and characteristics. So, "Conflicts" are "super" normal in a team.

What we must do is to make certain that these conflicts eventually be constructive rather than destructive. Because it is a well known fact that constructive conflicts and criticism is a vital part of organization development in the long run.

Certain things to do in a scenario like this,

  1. Tackling the issue head on and have a friendly chat with both members who are having a conflict.
  2. Making the team processes more transparent (such as the evaluation process)
  3. In this case, we can put on something like this. If a team member gives a good or a bad evaluation, just saying it is not enough. They have to state "Why" they are saying this. such a policy can prevent scenarios like this where members give poor grades just because "they don't like each other".  
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The existence of money leads to a. greater specialization and to a higher standard of living. b. neither greater specialization
Keith_Richards [23]

Answer:

C. Greater specialization and a higher standard of living.

8 0
3 years ago
Assume that only purchasing costs are being considered. Compute the total processing time required for each machine type to meet
nikklg [1K]

Answer:

The question is incomplete.

Explanation:

The question is incomplete, please refer below the complete question.

A manager must decide which type of machine to buy, A, B, or C. Machine costs (per individual machine) are as follows:

Machine Cost

A $40,000

B $30,000

C $80,000

Product forecasts and processing times on the machines are as follows:

Product         Annual Demand Processing time per unit (minutes)

                                                                           A    B     C

1                 16,000                                      3    4      2

2                 12,000                                      4     4      3

3                 6,000                                     5      6      4

4                 30,000                                      2     2      1

Assume that only the purchasing cost is being considered. Compute the total processing time required for each machine type to meet demand, how many of each machine type would be needed, and the resulting total purchasing cost for each machine type. The machines will operate 8 hours a day, 200 days a year.

Total Processing Time in Minutes per Machine  

Number of each machine needed and total purchasing cost

Answer:

Total Processing Time in Minutes per Machine

Total time = Total demand for each product * Processing time

Machine A:

(16 , 000  ∗  3 ) +  (12 , 000  ∗  4)  +  (6 , 000  ∗  5)  + ( 30 , 000  ∗  2)  =  $ 186 , 000

Machine B:

(16 , 000  ∗  4)  +  (12 , 000  ∗  4)  +  (6 , 000  ∗  6)  +  (30 , 000  ∗  2)  =  $ 208 , 000

Machine C:

(16 , 000  ∗  2)  +  (12 , 000  ∗  3)  +  (6 , 000  ∗  4)  +  (30 , 000  ∗  1)  =  $ 122 , 000

Number of machines needed and total purchasing cost

Number of machine  =  Total processing time  / Time available

Time available = Number of days * Hours per day * 60

Machine A:

Number of machine  =  186 , 000 /  (200 ∗  8  ∗  60)

Number of machine  =  2  (Round off)

Machine B:

Number of machine  =  208 , 000 /  (200  ∗  8  ∗  60)

Number of machine  =  2  (Round off)

Machine C:

Number of machine  =   122 , 000 /  (200  ∗  8 ∗  60)

Number of machine  =  1  (Round off)

Machine cost:

Machine cost = Cost per machine * Number of machines  

Machine A:

2  ∗  $ 40 , 000  =  $ 80 , 000  

Machine B:  

2  ∗  $ 30 , 000  =  $ 60 , 000

Machine C:  

1  ∗  $ 80 , 000  =  $ 80 , 000

3 0
4 years ago
$16,281$⁢16,281 is invested, part at 15%15% and the rest at 13%13%. If the interest earned from the amount invested at 15%15% ex
aleksandr82 [10.1K]

Answer:

Ans. The amount invested at 13% was $1,595.97 and $14,685.03 were invested at 15%

Explanation:

Hi, you can solve this by using 2 equations, so let X be the portion of the money invested at 15% and Y be the amount invested at 13%. So the equation for the whole amount is:

X+Y=16,281

Now, the problem says that the money that you earn by investing at 15% exceeds the money received as interest in your investment of 13% by $1,995.27, this leads us to the second equation.

0.15X=0.13Y+1995.27

Now, to make it a little more friendly, we just have to go ahead and divide everything by 0.15, so we get.

X=0.8667Y+13,301.8

Now, in our first equation, we substitute X fo 0.8867(Y)+13,301.8 and we will see this.

0.8667Y+13,301.8+Y=16,281

Now, we solve for Y

1.8667Y=16,281-13,301.8

Y=\frac{2,979.2}{1.8667} =1,595.97

So the money invested at 13% was $1,595.97 therefore, the money invested at 15% was $16,281 - $1,595.97 = $14,685.03

And we can check this results like this. The money invested at 15% will return an amount of:

14,685.03*0.15=2,202.75

And the money invested at 13% will return

1,595.97*0.13=207.48

Substracting, we would found that the difference is:

2,202.75-207.48=1,995.27

Best of luck.

5 0
4 years ago
Please help its multi choice plz​
faltersainse [42]

Answer:

the answer is minus depreciation

4 0
3 years ago
Suppose the government purposely changes the economy's cyclically adjusted budget from a deficit of 0 percent of real GDP to a d
ExtremeBDS [4]

Answer:

(b) Contractionary fiscal policy.

Explanation:

Correct word for the given statement is  contractionary fiscal policy.

Contractionary fiscal policy is a type of monetary approach that includes expanding charges, diminishing government uses or both so as to battle inflationary weights.  

Because of an expansion in charges, family units have less transfer salary to spend. Lower transfer pay diminishes utilization.

7 0
3 years ago
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