Answer:
12.78
Explanation:
Two stage dividend growth model enables us to identify dividend value by incorporating the effect of multiple growth rates. This model assumes that dividend will pass out through 2 stages of growth. In first stage the dividend grows at a constant rate to a specified time then dividend grows at a further rate.
= Do (1 + g) + D1 (1 +g) + D2 (1 +g) + D3 (1 +g) + D3 * (1 +g2) / (r - g2)
0.4 * 1.2 + 0.48 * 1.2 + 0.6 * 1.2 + 0.7 *1.2 + 0.83 * 1.03 / 11 - 3
= 12.78.
Answer: Agency problem
Explanation:
Agency problem is the issue rises when the agents fails to display appropriate interest of principles.This interest conflict usually occurs between the organisation's stakeholder and management.
In this situation,manger is the person who usually acts as the agent for providing best interest to the stakeholder to increase their wealth and benefit.But if failure in this case occurs , then conflict is experienced between both the parties.
Answer:
buy you what? and I don't think this is the right place lol
Answer: (B) Reference group
Explanation:
A reference group is basically refers to the individual and the group that is specifically used for the comparison purpose. It is one of the type of group that share a common attitude, beliefs and the behavior for making the various types of decisions.
According to the given question, a shoe's company is one of the most popular music band as the products sales of the company significantly increase. Then, from the fans point of views the band is refers to the reference group.
Therefore, Option (B) is correct answer.
Answer:
$555
Explanation:
The cash method of accounting records revenue when cash is received,and when expenses are paid in cash.
Bill received the following cash:
1. $150 dollars in cash was from a customer.
2. tickets worth $225 as payment for services performed last year.
3. $180 check for services rendered this year.
Bill's income on schedule c would be a summation of all payments received.
= $150 + $225 + $180
Bill would receive an income of $555