Answer:
The current stock price is $13.60
Explanation:
D1 = $0.53
D2 = $0.58
D3 = $0.73
D4 = $1.03
Growth rate, g = 3.60%
Required return, r = 10.00%
D5 = D4 * (1 + g)
D5 = $1.03 * 1.036
D5 = $1.06708
P4 = D5 / (r - g)
P4 = $1.06708 / (0.10 - 0.036)
P4 = $16.673125
P0 = $0.53/1.10 + $0.58/1.10^2 + $0.73/1.10^3 + $1.03/1.10^4 + $16.673125/1.10^4
P0 = $13.60
So, current stock price is $13.60
Answer:
a.mechanistic
Explanation:
Based on the scenario being described within the question it can be said that it seems that Fine Lines Inc. is using a mechanistic structure. This type of structure, also known as a bureaucratic structure, is a structure based on a single formal and centralized network where authority comes from the top-level managers who make most of the decisions.
Answer:
Explanation:
Variance analysis studies the relationship between actual and budgeted cost for business activities. Variance analysis helps the management in two ways;
Favorable - if the actual cost incurred is less than the budgeted cost, the difference amount is a saving for the company.
Unfavorable - if the actual cost is more than the budgeted cost, the difference is an extra expenditure for the company.
Flexible budget;
- The flexible budget is prepared at different levels of volume that was initially projected by the master budget.
- It is highly styled and more useful than the master budget.
The report showing the Activity and Spending Variances for march is given in the file attached below, in other not to cause confusion. Thank you.
Answer:
False.
Explanation:
While it is true that groups often form naturally, it is false that you can't have much influence over a group. A strong leader who understands management principals will be able to influence group dynamics.
Answer:
13.5%
Explanation:
Relevant data provided for computing the profit margin which is here below:-
Net Income = $175,000
Net Sales = $1,300,000
The computation of profit margin is shown below:-
Profit Margin = (Net Income ÷ Net Sales) × 100
= ($175,000 ÷ $1,300,000) × 100
= 13.5%
Therefore for computing the profit margin we simply applied the above formula.
