Answer:
The price of the stock today will be $66.19
Explanation:
To calculate the price of a stock whose dividends will grow at a constant rate forever is calculated using the constant growth model of dividend discount model approach. To calculate the price of the stock today using this model, we use the following formula,
P0 = D1 / r - g
We will first calculate the price of the stock at t=8 using D9 because we use the next period's dividend to calculate the price of a stock. We will then discount back the price at t=8 to today's price.
P8 = 14.25 * (1+0.06) / (0.14 - 0.06)
P8 = $188.8125
The price of the stock today will be,
P0 = 188.8125 / (1+0.14)^8
P0 = $66.189 rounded off to $66.19
The correct answer to the question is (B) referent power.
Referent power refers to <u>a type of power that a person attains through his or her interpersonal relationship skills</u>.
Though personalized power seems like an answer it is actually not, it is a type of motive that a person has for power. Legitimate, reward, and coercive all stem from external sources, and thus they do not fit the description in the question.
The simple rate of return on the investment is closest
19.9%
Answer:
$115,302.71
Explanation:
During the first year, the monthly payments were $505.92, and at the end of the year, the principal's balance was $117,494.70.
Then the interest rate increases to 4%, and your monthly payment also increases to $570.72. At the end of year 2, the principal's balance is $115,305.96 (see amortization schedule).
you can determine the monthly payment by using an annuity formula:
original monthly payment = $120,000 / 237.18938 (PV annuity factor, 0.25%, 360 periods) = $505.9248437 ≈ $505.92
adjusted monthly payment (second year) = $117,494.70 / 205.86942 (PV annuity factor, 0.3333%, 348 periods) = $570.7243941 ≈ $570.72
