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Ainat [17]
3 years ago
7

Departmentalization by location allows an organization to readily respond to the unique demands of each geographic area. True Fa

lse
Business
1 answer:
lidiya [134]3 years ago
6 0

It is true that departmentalization by location allows an organization to readily respond to the unique demands of each geographical area.

The departmentalization by location is a strategy that organizations use to maintain departments in different locations where they operate, in order to deal more closely with the company's activities and needs.

This is a positive strategy that can speed up decision making, as each geographic area has different needs that must be addressed differently from the other.

So the statement is true and some of the advantages of departmentalization by location is improved communication, better allocation of employees and greater product promotion.

Learn more about departmentalization here:

brainly.com/question/6229273

You might be interested in
Sheffield Laboratories holds a valuable patent (No. 758-6002-1A) on a precipitator that prevents certain types of air pollution.
vlabodo [156]

Answer:

                        SHEFFIELD LABORATORY

                            PATENT (NO. 78-6002-1A)

Carrying value as at Dec 31

                                      2011                     2015                   2018

Cost                            $182,300           $349,000           $385,000

Amortization             <u> (10,724)   </u>             <u>(79,433)  </u>           <u>(142,403)</u>

                                 <u> 171,576     </u>         <u>   269,567  </u>           <u>242,597</u>

Cost

As at 31 Dec 2011

Design and construction of a prototype                                     $89,000

Testing of models                                                                           40,600

Fees paid engineers and lawyers to prepare application          <u> 52,700</u>

                                                                                                       <u>$182,300</u>

As at 31 Dec 2012

Cost as at Jan 1, 2012                                                                $182,300

Additional cost during the year:

Engineering activity necessary to advance.                           <u> $84,500  </u>

                                                                                                    <u>$266,800</u>

As at 31 Dec 2013

Cost as at Jan 1, 2013                                                                $266,800

Additional cost during the year:

legal fee paid                                                                              <u>$40600  </u>

                                                                                                 <u>   $307,400</u>

As at 31 Dec 2014

Cost as at Jan 1, 2013                                                                $307,400

Additional cost during the year:

Research aimed at modifying the design                                <u>$41,600 </u>

                                                                                                   <u> $349,000</u>

As at 31 Dec 2018

Cost as at Jan 1, 2018                                                                $349,000

Additional cost during the year:

legal fee paid in unseccesful patent infrigement.                   <u>  $36,000  </u>

                                                                                                    <u>$385,000</u>

Amortization for the year    

Dec 31 2011         $182,300/17 =  $10,724

Dec 31 2012

182,300/17                                          10,724

84,500/0                                          <u>      -       </u>

                                                         <u>  10,724</u>

<u />

Dec 31 , 2013 :

  $182,300/17 =  $10,724            

  84,500/16    =      5,281

40,600/0     =     <u>    -  </u>

                         <u>   16,005</u>

Dec 31 2014  =  

$182,300/17 =  $10,724            

  84,500/16    =      5,281

40,600/16     =       2,538

41,600/17      =       <u> 2,447</u>

                         <u>   20,990</u>

Dec 31 2018  =  

$182,300/17 =  $10,724            

  84,500/16    =      5,281

40,600/16     =       2,538

41,600/17      =        2,447

36,000/0     =    <u>       -</u>

                         <u>   20,990</u>

Explanation:

5 0
4 years ago
Are the signs of the coefficient estimates consistent with expectations? Explain.
kow [346]

The sign of each coefficient indicates the direction of the relationship between a predictor variable and the response variable. A positive sign indicates that as the predictor variable increases, the response variable also increases.

What do the estimates of the regression coefficients tell us?

You may determine if each independent variable and the dependent variable have a positive or negative association by looking at the sign of a regression coefficient. A positive coefficient means that the mean of the dependent variable tends to rise when the value of the independent variable rises.

What is predictor and response variable in regression?

The risk factors and confounders are referred to as the predictors, or explanatory or independent variables, whereas the outcome variable is also known as the response or dependent variable. The independent variables are designated by "X" while the dependent variable is denoted by "Y" in regression analysis.

Learn more about predictor and response variable in regression: brainly.com/question/14144041

#SPJ4

7 0
2 years ago
Our financial decisions decrease once we reach adulthood true or false
Burka [1]

That statement is false. Your financial decision will not decrease when you have become an adult,

4 0
4 years ago
Read 2 more answers
Becoming financially literate is important because it can
Anni [7]
D) help you earn a degree
6 0
4 years ago
Read 2 more answers
A company purchased $9,100 of merchandise on June 15 with terms of 3/10, n/45. On June 20, it returned $455 of that merchandise.
elena-14-01-66 [18.8K]

Answer:

$259.35

Explanation:

The computation of the amount of cash paid is shown below:

= (Purchase value of merchandise - returned goods of merchandise - discount charges)

= ($9,100 - $455 - $259.35)

= $8,385.65

The discount charges is

= (Purchase value of merchandise - returned goods of merchandise) × discount rate

=  ($9,100 - $455) × 3%

= $259.35

We simply applied the above formula

3 0
4 years ago
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