The required rate of return is $3.42%
<h3>What is Perpetuity?</h3>
A constant cash flow with indefinite period of time is called perpetuity. In this question a perpetual payment of dividend is being made. so the price of the share is calculated by the formula of perpetuity.
<u>Given:</u>
Present value of perpetuity = $92 per share
Cash flows = $3.15 every year
<u>Find:</u>
Rate of return can be calculated from the perpetuity formula
Present value of perpetuity = Cash flows / Required rate of return
Present value of perpetuity = Cash flows / Required rate of return
$92 = $3.15 / Required rate of return
Required rate of return = $3.15 / $92
= 0.0342
= $ 3.42%
Therefore the Required return for Oberholser, Inc will be 3.42%.
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Answer:
Option A is correct because the level of saving in percentage for company A is 2% (5000/250000). Whereas the level of saving in the company B is 1.5% which is lower than the savings of company A. This will increase the standard of life in the long run because greater the savings the greater is the amount invested in Financial assets which will decline the interest rate as the funds for investment are in excess it will decline the demand for loans. This investment will earn its investor more which will change his standard of life.
Remember standard of living is measured by:
GDP per capita= Total GDP/ Total population
So if the GDP per person is higher it means his saving are lower. And if the level of saving are lower then the standard of living will decline because the money available for investment is lower in amount. This will not save him enough to maintain his standard of living.
So its true because the level of saving rate of company A is higher this means the standard of living in the near future will also increase with faster pace.
Answer:
C and D
Explanation:
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Amount invested in both schemes is $45,000
returns in investment g is 75,000 in 6 years.
yearly return is:
75000/6=12,500
returns in investment h is 105,000 in 9 years
yearly return is:
105,000/9
=11,666.67
from the above results we can conclude that investment g has the higher returns.
