The Company's preliminary Net Income can be determined as $575.
Preliminary net income = Total Revenue - Total Expenses
= $575 ($4,230 - $3,655)
Revenue:
d. Sales Revenue $680
f. Service Revenue $2,870
i. Service Revenue $680
Total Revenue $4,230
Expenses:
a. Wages Expense $1,700
e. Utilities Expense $1,360
h. Travel Expense $115
k. Advertising Expense $480
Total Expenses $3,655
Thus, the company generated a preliminary net income of $575 for the period.
Learn more about determining net income at brainly.com/question/19850768
<u>Answer:</u>
<em>As a company grows, it may become necessary for it to create an </em><u><em>Organizational chart</em></u><em> which is a visual display of the organizational structure which contains lines of authority (chain of command), staff relationships, permanent committee arrangements, and lines of communication.</em>
<em></em>
<u>Explanation:</u>
The organization chart is a chart indicating the connection of one department graphically to another, or others, of an organization. It is additionally used to show the relationship of one office to another, or others, or of one capacity of an association to another, or others.
Using the organization chart continuously, show the "structure of a business", government, or other association. Organization diagrams have an assortment of employments and can be organized from multiple points of view.
<span>In the swim-lane format of a business process model, all activities for a role are included in that role's swim-lane.
The swim lane is used to show flow diagrams or charts that list out the responsibilities of a business and its employees. These lanes can be arranged horizontally or vertically. Think of them as lap swim lanes in a pool, that helps keep the business roles in line. </span>
Answer:
$47
Explanation:
Given that,
Required return = 11.00%
Expect a growth rate = 6.00%
Expected to pay a dividend next year = $2.35
Stock Price:
= Dividends (Div) ÷ (Expected Return (R) - Dividend Growth Rate (G))
= $2.35 ÷ (11% - 6%)
= $2.35 ÷ (5%)
= $47
Therefore, the current fair price for the stock is $47.
