Answer:
5.62%
13.75%
Explanation:
According to the DDM method,
the value of a stock = [dividend x ( 1 + growth rate)] / [cost of equity - growth rate]
67 = 0.4(1.05) / r - 0.05
multiply both sides of the equation by r -0.05
67(r - 0.05) = 0.42
divide both sides of the equation by 67
r - 0.05 = 0.006269
r = 0.0563
= 5.63%
b. the cost of equity using the capm method =
risk free rate of return + beta x ( expected return - risk free return)
5% + 1.25 x (12 - 5) = 13.75%
Check traffic<span> around </span>you<span> (rear, sides and front). Look for a gap of 4 to 5 seconds in</span>traffic<span>. </span>Activate your turn signal<span> (do this at least 100 feet before </span>you<span> make the lane change). Check </span>your<span> mirrors (rear-view then </span>your<span> side mirrors).</span>
Answer:
a. How long will the current bridge system work before a new bracing system is required?: 64.18 years or 64 years and 2 months.
b. What if the annual traffic rate increases at 8 % annually: The bracing system will last for 24.65 years or 24 years and 7 months.
c. At what traffic increase rate will the current system last only 12 years: 17.13%
Explanation:
a. Denote x is the time taken for the number of pedestrian to grow from 300 to 2000. The current pedestrian is 300, the grow rate per year is 3% or 1.03 times a year. Thus, to reach 2,000, we have the equation: 300 x 1.03^x = 2000. Show the equate, we have 1.03^x = 6.67 <=> x = 64.18
b. Denote x is the time taken for the number of pedestrian to grow from 300 to 2000. The current pedestrian is 300, the grow rate per year is 8% or 1.08 times a year. Thus, to reach 2,000, we have the equation: 300 x 1.08^x = 2000. Show the equate, we have 1.08^x = 6.67 <=> x = 24.65.
c. Denote x as traffic increase rate. The current pedestrian is 300, the grow rate per year is (1+x) times a year. Thus, to reach 2,000 after 12 years and thus a new bracing system to be in place, we have the equation: 300 x (1+x)^12 = 2000. Show the equate, we have (1+x)^12 = 6.67 <=> 1+x = 1.1713 <=> x = 17.13%.
What is an alimony? By the end of the the four months, in all, he owes $14,000 I am pretty sure
