Answer:
$18,000
Explanation:
Calculation to determine what The amount of intra-entity gross profit remaining in ending inventory at December 31, 2021 that should be eliminated in the consolidation process is:.
Using this formula
Intra-Entity Gross Profit =(Transfer Price × Percentage of Bernard's GP) × Intra-Entity Transfers Remaining in Ending Inventory
Let plug in the formula
Intra-Entity Gross Profit=($150,000×30% )×40%
Intra-Entity Gross Profit=$45,000×40%
Intra-Entity Gross Profit=$18,000
Therefore The amount of intra-entity gross profit remaining in ending inventory at December 31, 2021 that should be eliminated in the consolidation process is:$18,000
Taylorism suggests low levels of trust between an employer and their workforce. To ensure that labor power purchased is converted into labor performed, direct control is therefore required. Managers are urged by this control question to identify methods of enforcing workers what they should do, how to perform it, within what parameters, and how quickly, and assess employee performance and impose penalties.
<h3>What is Taylorism in scientific management?</h3>
As a manager of mechanics, Frederick Taylor created the Taylorism tenet in order to achieve the most effective workplace practices.
Taylorism is a scientific management approach that divides up the many activities inside an organization so that workers can accomplish tasks as quickly as feasible. Therefore, the fundamental tenets of Taylorism as a scientific management system are best summarized as effective administration of workers and the requirement to take into account psychological and social factors as well as technical ones. It was developed as an industrial management philosophy in the nineteenth century to boost productivity. To do this, every stage of the industrial manufacturing process needs to be dissected, allowing for more specialized and efficient production.
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Answer:
I= $1,600
Explanation:
We have to clear Investment from the GDP formula:
GDP= Consumption (C)+ Investment (I)+ Government expenditure (G)+ Net exports (exports-imports)
I=GDP-G-C-(X-M)
The problem gives this information:
GDP: $10,000
G: $2,000
C: $6,000
X: $1,000
M: $600
I= $10,000-$2,000-$6,000-($1,000-$600)
Investment in 2010=$1,600
