Answer:
Explanation:
First, find the Future Value (FV) of the annuity deposits and the one time payment. You can do that using a financial calculator with the following inputs;
N = 30
I/Y = 8%
PV = -25,000
PMT = 12,000
then compute the future value ; CPT FV = $1,610,964.96
Next, the $1,610,964.96 the amount the investor will have at the beginning of retirement in order to make annual withdrawals. Therefore, that would be the new PV you will use to find the annuity amount as follows;
N = 25
I/Y = 8%
PV = -1,610,964.96
FV = 0
then compute annual deposits; CPT PMT = $150,913
Answer:
the amount of financial aid that they offer
Explanation:
There are a lot of factors to consider in increasing minimum wage.
In the pro side, minimum wage workers will be happy if their wage is increased because their take home pay will be higher.
However, if this increase will be implemented, a lot of business owners, especially small businesses, will be forced to relieve some workers of their position as well as be discouraged to hire more workers. This is because the salary for new hires will be used for the increase. Increasing minimum wage will also result to the increase of the wages of the existing workers, to ensure that they are equally treated.
Answer:
Risk-free rate (Rf) = 8%
Return on market portfolio (Rm) = 15%
Beta (β) = 1.2
Ke = Rf + β(Rm - Rf)
Ke = 8 + 1.2(15 - 8)
Ke = 8 + 1.2(7)
Ke = 8 + 8.4
Ke = 16.40%
Earnings per share (EPS) = $10
Current dividend paid (Do) = 40% x $10 = $4
Retention rate (b) = &6/$10 x 100 = 60% = 0.6
ROE (r) = 20% = 0.2
Growth rate (g) = b x r
= 0.6 x 0.2
= 0.12 = 12%
Current market price (Po)
= Do<u>(1 + g) </u>
Ke - g
= $4<u>(1 + 0.12)</u>
0.1640 - 0.12
= $4<u>(1.12)</u>
0.044
= $101.82
Explanation:
First and foremost, we need to calculate the cost of equity based on capital asset pricing model. Then, we will determine the growth rate, which is a function of retention rate (b) and return on equity(r).
Finally, we will calculate the current market price, which is dividend paid, subject to growth, divided by the excess of cost of equity over growth rate.