Answer:
Flatter structures are appropriate for organizations that empower employees to solve customer problems.
Explanation:
These are the options for the question below;
✓A taller structure will improve the speed at which decisions are implemented.
✓Flatter structures are appropriate for organizations that empower employees to solve customer problems.
✓With a tall structure, supervisors can avoid hearing about customer complaints.
✓A flatter structure will further centralize decision making.
From the question, we are informed about an instance, where The owner of the business where i work has asked for your advice on restructuring the organization. Since I know that customer service is the cornerstone of the company. In this case I will recommend Flatter structures which is the best structure for organization that give empowerment to their employees in order to be able to solve problems associated with customers.
Flatter structure in an organization can be regarded as a structure that posses limited level of management or no level existing between the staff employee and the management of the organization. Flatter structure gives little supervision to the employees though it brings in their involvement when it comes to decision making
.
Answer:
$16,100 favorable
Explanation:
The computation of the direct labor efficiency variance for June is shown below:
= Standard rate × (standard hours - actual hours)
= $23 × (1.3 × 35,000 - 44,800)
= $16,100 favorable
hence, the direct labor efficiency variance for June is $16,100 favorable
The same should be considered and relevant
<span>Among the challenges facing those who practice the medical model today are cure versus control, the development of new drugs and <span><span><u>the control of medical services.</u>
</span></span>According to the definition, the medical model is "</span><span>a term in psychology, indicating the assumption that abnormal behavior is the result of physical problems and should be treated medically."</span><span>
</span>
Answer: Extended Health and Dental, Life Insurance and Critical Illness Coverage and Wellness. (Hope this helps!)
Answer:
20.4%
Explanation:
Calculation to determine what the expected return on IBM is:
Using this formula
E(Ribm)=Risk-free rate+(Market portfolio -Risk-free rate) Beta
Let plug in the formula
E(Ribm) = 6% +(18%-6%)1.2
E(Ribm)=6%+12%(1.2)
E(Ribm)=6%+14.4%
E(Ribm)=20.4%
Therefore the expected return on IBM is:20.4%
