I found the problem at https://www.coursepaper.com/econ-81640/
The choices were;
A. Joe should drive to the warehouse because $1,000 is less than $1,200.
B. Joe should drive to the warehouse if his cost of driving to the warehouse is less than $200.
C. Joe should drive to the warehouse if his cost of driving to the warehouse is greater than $200.
D. Joe should drive to the warehouse because the $200 he would save by driving to the warehouse is more than 10% of the purchase price.
The best answer would be letter d. Joe should drive to the warehouse because the $200 he would save by driving to the warehouse is more than 10% of the purchase price.
Joe can save more if he rather drives his purchased computer to his home than have a delivery. The cost of delivery was too high.
Answer:
8.04%
Explanation:
The formula to compute WACC is shown below:
= Weightage of debt × cost of debt × ( 1- tax rate) + (Weightage of common equity × (cost of common equity)
= (0.38 × 5.46%) × ( 1 - 40%) + (0.62 × 10.96%)
= 1.24488% + 6.7952%
= 8.04%
The weightage of common equity would be
= 100% - 38%
= 62%
This is the answer and the same is not provided in the given options
Answer:
Job specialization.
Explanation:
Analyzing the scenario of the question above, it is possible to state that the division of labor related to this team is the division by specialization of labor.
The work subdivision that turns the general task into smaller tasks that will be the responsibility of just one member of the team, is called work specialization. This concept was very widespread by Taylor in scientific administration, as he believed that specialization increases the productivity and efficiency with which tasks are performed.
Becoming an expert in a task means that the employee will have enough competence, knowledge and technique to perform that task more quickly and effectively, which reduces organization costs with training, increases the team's speed, innovation and motivation .
