ob topics typically relate to the individual, team and organizational levels of analysis.
Answer:
i= 8% annual compunded
Explanation:
Giving the following information:
Your parents will retire in 18 years. They currently have $250,000, and they think they will need $1,000,000 at retirement.
We need to calculate the interest rate required to reach the $1 million goal in 18 years without any additional deposit.
FV= PV*(1+i)^n
Isolating i:
i= [(FV/PV)^(1/n)] - 1
i= [(1,00,000/250,000)^(1/18)] - 1= 0.08
i= 8% annual compunded
Answer: The correct answer is d) NOMINAL
Explanation: Nominal interest rate is the interest rate before inflation is taken into account. Nominal interest rate can also be used to the advertised or stated interest rate on a loan, without taking into account any fees or compounding of interest.
It is the contractual interest rate charged by a lender or promised by the borrower.
The activity that brings in the most foreign exchange to Central Africa is <u>Mining</u>.
<h3>How much mining is done in Central Africa?</h3>
Central African nations such as Central African Republic are well known to have a lot of natural resources.
Minerals available include copper, diamonds, limestone, uranium and others. As a result, mining these minerals brings foreign exchange to the region.
Find out more on international trade at brainly.com/question/15115779.
#SPJ1
Answer:
3.5%
Explanation:
We will apply asset pricing model to calculate cost of equity (required rate of return). The capital asset pricing model is stated as below:
Cost of equity = Risk-free rate + Beta x Market risk premium
Putting all the number together, we have:
Cost of equity (Beale) = 5.5% + 1.8 x (9% - 5.5%) = 11.8%
Cost of equity (Foley) = 5.5% + 0.8 x (9% - 5.5%) = 8.3%
Cost of equity (Beale) - Cost of equity (Foley) = 11.8% - 8.3% = 3.5%
<em />
<em>Note: You can also do quick calculation as below:</em>
<em>Cost of equity (Beale) - Cost of equity (Foley) = (Beta of Beale - Bete of Foley) x Market risk premium = (1.8 - 0.8) x (9% - 5.5%) = 3.5%</em>