<span>Small populations are subject to changes in allele frequencies simply due to random chance, such as the accidental death of an individual. This process is known as genetic drift.
Genetic drift refers to some changes in the gene variant (allele) which leads to survival or death of a certain organism.
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Answer:
$109
$118.81
18.26%
Explanation:
Intrinsic value can be determined using the constant growth dividend model
according to the constant dividend growth model
price = d1 / (r - g)
d1 = next dividend to be paid
r = cost of equity
g = growth rate
dividend, growth rate and cost of equity are not given and they have to be calculated
growth rate = retention rate x ROE
Retention rate = 1 - payout ratio = 1 - 0.5 = 0.5 = 50%
0.5 x 18% = 9%
According to the capital asset price model: cost of equity = risk free + beta x (market rate of return - risk free rate of return)
9% + 2x (14% - 9%) = 19%
dividend = payout ratio x earnings per share
0.5 x $20 = $10
Intrinsic value = = $109
Stock price in a year
= 118.81
(dividend return + price return)
price return is the return on investment as a result of appreciation or depreciation of share price
Dividend return is the return on investment from dividend earned
price return = price at the end of the year - price at the beginning of the year
Answer:
12
Explanation:
At the price of $24, the demand is 36
At the price of $30, the demand is 24
change in quantity demanded
= 36-24
= 12
The present value of his investment is $113501.94.
What is investment?
An investment is a valuable item bought with the intention of increasing one's wealth. While stocks, bonds, and real estate are frequently included when discussing investments.
Present Value of an Annuity Due is equal to C + C*[1-(1+i)^-(n-1)]/i]
C = Periodic Cash Flow ($624)
i = interest rate per period =4.2%/12 =0.35%
n=number of period=24×12 =288
= $624+624[1-(1+0.0035)^-(288-1) /0.0035]
= $624+624[1-(1.0035)^-287 /0.0035]
= $624+624[(0.6331)] /0.0035
= $113501.94
As a result, $113501.94 is the correct answer.
Learn more about on present value, here:
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