Answer:
stock price = (Div 1 / r - g1) x {1 - [(1 + g1) / (1 + r)]ⁿ} + (Div 1 / r - g2) x [(1 + g1) / (1 + r)]ⁿ⁻¹
Explanation:
since the company will first grow at g1 for n years, and then at g2 forever, we need to first determine the present value of the dividends growing at g1 for n years:
present value of the dividends during n = (Div 1 / r - g1) x {1 - [(1 + g1) / (1 + r)]ⁿ}
e.g. div = $2, n = 5 years, g1 = 8%, r = 12%
(2 / 12% - 8%) x {1 - [(1 + 8%) / (1 + 12%)]⁵} = 50 x 0.166263 = $8.31
now we find the formula to calculate the present value for the growing perpetuity g2 at n - 1 years:
= (Div 1 / r - g2) x [(1 + g1) / (1 + r)]ⁿ⁻¹
following the same example but changing g1 for g2, and g2 = 5%
= (2 / 12% - 5%) x [(1 + 5%) / (1 + 12%)]⁵⁻¹ = 28.5714 x 0.772476 = $22.07
we now add both parts to finish our example = $8.31 + $22.07 = $30.38
Answer: Company’s break-even point in unit sales is <em><u>3900 units</u></em>
Explanation:
Given :
Selling Price (SP) = $ 15.70
Variable expense per unit (VC) = $10.30
Fixed expense = $21,060
Now,
Contribution per unit = SP - VC = $15.70 - $10.30 = $5.40
Break-even point in unit sales is given as :
= 
= 21060/5.40
=3900 units
Answer:
B. Automation results in fewer jobs for people.
Explanation:
The only disadvantage among the listed items is the one referring to the <u>potential loss of job for people in the food industry</u>. With the progress and evolution of food processors, more operations and processes that were once done exclusively manually can be replaced with machines. Thus, people that were in charge of this processes can lose their job.
