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zalisa [80]
2 years ago
7

It was the third meeting, but the group had finally agreed on the roles for each member. Cathy felt good about how things were p

rogressing. It seemed that the conflicts had been resolved; Bella and Lewis had actually arrived on time with their tasks completed. Cathy felt they were now a team. They were now in the ________ stage.
Business
1 answer:
Aleksandr-060686 [28]2 years ago
8 0

Answer: norming

Explanation:

The third stage of a group development model is regarded to as the norming stage. The norming stage is the stage whereby members or teammates start appreciating the strengths that are possessed by each other in the team.

At this stage, there is resolution of conflicts and establishment of leadership positions. Here, everyone is happy with their roles.

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Western Wholesale Foods incurs the following expenditures during the current fiscal year. How should Wesernaunt for each of thes
levacccp [35]

Answer and Explanation:

The classification is as follows

1.  Since it is a salary for the repair technicians so it would be an expense that is incurred

2. The remodeling should be capitalized and depreciated over their useful life of an asset

3, Since there is an annual maintenance cost, so it would be an expense that is incurred

4. The improvement of the line of production should be capitalized and depreciated over their useful life of an asset

5. Addition of a sprinkler system  should be capitalized and depreciated over their useful life of an asset

8 0
2 years ago
On January 1, 2021, Dreamworld Co. began construction of a new warehouse. The building was finished and ready for use on Septemb
ELEN [110]

Answer:

The correct answer is $60,000.

Explanation:

According to the scenario, the given data are as follows:

Expenditure for Jan.1 = $334,000

Time period ( Jan.1 - Dec.31 ) = 12 months

So, average expenditure = $334,000

Similarly, Expenditure for Sep.1 = $498,000

Time period ( Sep.1 - Dec.31 ) = 4 months

So, average expenditure = $498,000 × 4÷12 = $166,000

Now, Expenditure for Dec.31 = $498,000

Time period ( Dec.31 - Dec.31 ) = 0 months

So, average expenditure = $498,000 × 0÷ 12 = 0

So, capitalized interest = ( average expenditure Jan.1 + average expenditure Sep.1 + average expenditure Dec.31) × 12%

= ($334,000 + $166,000 + $0) × 12%

= $500,000 × 12%

= $60,000

3 0
2 years ago
Matrice has been working as a creative head at Ace Designs for 10 years. Her growth at Ace has made her one of the industry's fi
olga_2 [115]

Answer: continuance commitment

Explanation:

The above scenario explains a continuance commitment. This occurs when a worker remains with a particular organization after he or she looks at both the benefits and costs of leaving and sees that the cost of leaving the organization outweighs the benefits.

In this case, even though Matrice has had several recruiters offering interviews for possible positions at different companies, he believes that he should stay as a result of the medical insurance benefits that he gets. This is thus referred to as continuance commitment.

5 0
2 years ago
Effectuation é um processo desenvolvido pela professora Saras Sarasvathy, da Universidade da Virgínia (EUA), que serve para orie
Viktor [21]
So sis yes yes yes trees yes yeah tax yeah yeah yeah yeah yeah trash trash
5 0
2 years ago
Five independent projects consisting of reinforcing dams, levees, and embankments are available for funding by a certain public
Alex777 [14]

Answer:

the correct answer is option (b).

Explanation:

Equivalent annual benefits and annual cost of each project is provided.

Calculate B-C ratio of project A -

Annual benefits = $1,800,000

Annual costs = $2,000,000

B-C ratio = Annual benefits/Annual costs = $1,800,000/$2,000,000 = 0.90

The B-C ratio of Project A is 0.90.

Calculate B-C ratio of project B -

Annual benefits = $5,600,000

Annual costs = $4,200,000

B-C ratio = Annual benefits/Annual costs = $5,600,000/$4,200,000 = 1.33

The B-C ratio of Project B is 1.33.

Calculate B-C ratio of project C -

Annual benefits = $8,400,000

Annual costs = $6,800,000

B-C ratio = Annual benefits/Annual costs = $8,400,000/$6,800,000 = 1.24

The B-C ratio of Project C is 1.24.

Calculate B-C ratio of project D -

Annual benefits = $2,600,000

Annual costs = $2,800,000

B-C ratio = Annual benefits/Annual costs = $2,600,000/$2,800,000 = 0.93

The B-C ratio of Project D is 0.93.

Calculate B-C ratio of project E -

Annual benefits = $6,600,000

Annual costs = $5,400,000

B-C ratio = Annual benefits/Annual costs = $6,600,000/$5,400,000 = 1.22

The B-C ratio of Project E is 1.22.

It has been stated that the agency is willing to invest money in any project as long as the B-C ratio is at least one.

The B-C ratio of project A and D are less than 1. So, they will not be considered.

Out of remaining three project, B-C ratio is highest in the case of Project B.

So, Project B will be selected.

Hence, the correct answer is option (b).

7 0
2 years ago
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