The answer is C. Stratified random sampling is a method of sampling that involves the division of a population into smaller sub-groups known as strata. In stratified random sampling or stratification, the strata are formed based on members' shared attributes or characteristics such as income or educational attainment. Since the students are divided into classes, this is a stratified random sample.
The amount of the stock price that will be reflected in the PVGO is $10
The value of an organization's potential future growth is symbolized by the acronym PVGO, or "present value of growth opportunities." It represents the potential value for the organization by reinvesting its earnings back into the business.
Expected Dividend payment (D) = $2.50
Total Earnings (E) = $4
Rate of return (ROR) = 20%
Step 1. Using no growth rate (GR), computing the stock price (SP)
Since the growth rate is not specified, 0% is taken as the default value.
The stock price (SP) = E/ROR
= $4 / 20%
Stock price = $20.
Step 2. Computing the SP reflected in PVGO.
So, total SP with no GR
= $30 - $20
Stock price with no growth rate = $10
Hence, the $10 will be reflected in the PVGO
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Answer:
a. producers-wholesalers-retailers-consume
b.
Explanation:
it is easy to cut cost of transport, storage ,etc
Answer: C. high returns
Explanation: Risk-return tradeoff is an investing theory which indicates that as higher the risk, the greater the return reward. In order to determine an acceptable risk-return tradeoff, investors need to weigh several aspects, including total risk exposure, the ability to substitute missing capital, and more.
Answer: $25078
Explanation:
Firstly, we'll find the real interest rate which will be:
(1 + R) = (1 + r)(1 + h)
(1 + 10%) = (1 + r)(1 + 4.8%)
(1 + 0.1) = (1 + r)(1 + 0.048)
1.1 = (1 + r)(1.048)
r = 4.96%.
Now the annual deposit will be gotten by using the annuity future value which will be:
3 million = C(1.0496^40-1) / 0.0496
3 million = C(5.3995) / 0.0496
3 million = 119.627C
C = 3 million/119.627
C = 25078
Therefore, the real amount that must be deposited each year to achieve the goal is $25078
