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lapo4ka [179]
2 years ago
5

A ________ structure is an organizational structure that assigns specialists from different functional departments to work on on

e or more projects.
Business
1 answer:
Oksi-84 [34.3K]2 years ago
5 0

A matrix structure is an organizational structure that assigns specialists from different functional departments to work on one or more projects.

<h3>What is a matrix?</h3>
  • Teams in a matrix organization report to several leaders inside the business.
  • The matrix structure promotes open communication between teams and can assist businesses in producing more creative goods and services.
<h3>What is an organizational structure?</h3>
  • An organizational structure outlines how tasks are assigned, coordinated, and overseen in order to achieve organizational objectives.
  • The basis upon which standard operating procedures and routines are built is provided by organizational structure.
  • It decides who gets to take part in what decision-making procedures and how much their opinions influence the organization's activities.
  • The lens or perspective that people use to perceive their organization and its surroundings is known as the organizational structure.

Therefore, a matrix structure is an organizational structure that assigns specialists from different functional departments to work on one or more projects.

Know more about organizational activities here:

brainly.com/question/4269555

#SPJ4

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Having the authority to define their own tasks makes it likely that workers will ______.
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Explanation: I just took the topic test on edgenuity.

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4 years ago
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The following items are taken from the financial statements of the Postal Service for the year ending December 31, 2015: Account
Nuetrik [128]

Answer:

Postal Service

The amount that would be reported for Stockholders' Equity at December 31, 2015 is:

= $130,000.

Explanation:

a) Trial Balance

December 31, 2015:  

Cash                                         $15,000

Accounts receivable                   11,000

Supplies                                       4,000  

Prepaid insurance (12-month)    6,000

Equipment                               210,000

Accounts payable                                    $ 18,000

Accumulated depreciation – equipment  28,000

Note payable, due 6/30/16                        70,000

Common stock                                           42,000

Retained earnings (1/1/15)                          60,000

Dividends                                   14,000

Service revenue                                        133,000

Advertising expense                 21,000

Depreciation expense              12,000

Insurance expense                    3,000

Rent expense                           17,000

Salaries and wages expense 32,000

Supplies expense                     6,000

Totals                                   $351,000 $351,000

Income Statement for the year ended December 31, 2015

Service revenue                                      $133,000

Advertising expense                 21,000

Depreciation expense              12,000

Insurance expense                    3,000

Rent expense                           17,000

Salaries and wages expense 32,000

Supplies expense                     6,000     $91,000

Net income                                              $42,000

Statement of Retained Earnings

For the year ended December 31, 2015

Retained earnings (1/1/15)                        $60,000

Net income                                                 42,000

Dividends                                                    (14,000)

Retained earnings (December 31, 2015) $88,000

Equity:

Common stock     $42,000

Retained earnings  88,000

Total equity         $130,000

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Antonio has $11.00 to spend on a lunch consisting of hamburgers ($1.50 each) and French fries ($1.00 per order). Antonio's satis
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Answer: <em>$4. 71 hamburger and $6.29 French fries. </em>

Explanation:

Total spendable income of Antonio = $11.00  

1 hamburger = $1.50

1 order of French fries = $1.00

Utility maximization function: U(x1, x2) = x1x2 i.e. 1 hamburger and 2 orders of French fries

Using the Utility maximization function: U(x1, x2) = $1.50 + $2.00

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Therefore the customer will purchase hamburger worth of $(1.50 x 11.00/3.50) = $4. 71

And French fries orders worth of $(2.00 x 11.00/3.50) = $6.29

<em>Antonio will maximize his satisfaction by purchasing $4. 71 hamburger and $6.29 French fries. </em>

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Answer:

Answer for the question:

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is given in the attachment.

Explanation:

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3 years ago
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