Answer and explanation:
In the decision-making process, the consensus is the point at which the members of a given group agree with having decided which is the best path they should take to reach an objective. Strategies that can help come to that state faster include encouraging participation since the most team members collaborate in the decision-making, the more involved they will be the project; introducing a voting system in case there are too many differences among the team members to eventually decide what the majority agrees with; and, creating a team developing a solution in case natural consensus cannot be achieved. They will be in charge of deciding what to do based on information obtained from the discussion.
Answer:
Results are below.
Explanation:
<u>First, we need to calculate the total cost of producing 2,900 units:</u>
Total cost= direct material + direct labor + allocated overhead
Total cost= (2*7)*2,900 + (0.5*16)*2,900 + [(0.5*16)*0.6]*2,900
Total cost= 40,600 + 23,200 + 13,920
Total cost= $77,720
<u>Now, the unitary standard cost:</u>
Unitary cost= total cost/number of units
Unitary cost= 77,720 / 2,900
Unitary cost= $26.8
Answer:
= $2,748
Explanation:
Number of shares purchased = 400
Price per share (a year ago)= $24.15
Total price paid a year ago = 400*$24.15 = <em>$9,660 </em>
Annual dividend per share = $1.82
Total dividend earned = 400 * $1.82 =<em> </em><em>$728</em>
Price per share (today)= $29.20
Proceeds from sale of shares today = 400*$29.20 = <em>$11,680</em>
Next, find total dollar return;
<em>Total dollar return</em><em> = </em>Total dividend earned + Proceeds from sale of shares today - Total price paid a year ago
= <em>$728+ $11,680 - $9,660 </em>
<em>= $2,748</em>
Answer:
In order to find the price of a stock which has different growth rate at different periods, we need to find the price at a time when the growth rate slows down after the initial burst of growth and is stable, in this case its in the 4th period.
Year 4 dividend = 2.07
Growth rate (G)= 8%
Required return (R)= 12%
DDM formula for stock price = D*(1+G)/R-G
2.07*(1+0.08)/0.04
=55.89
The maximum that you should be willing to pay for the stock 4 years from now is $55.89 but in order to find out what the maximum we should pay for the stock now, we need to discount this price 4 years back to the present value using the required return of 12 %
so 55.89/1.12^4=35.52
The maximum that you should be willing to pay for the stock now is $35.52
Explanation:
