Answer:
The cost of equity using the DCF method: 4.39%.
The cost of equity using the SML method: 15.01%.
Explanation:
a. The cost of equity using the DCF method:
We have: Current stock price = Next year dividend payment / ( Cost of equity - Growth rate) <=> Cost of equity = Next year dividend payment/Current stock price + Growth rate = 0.3 x 1.04/80 + 4% = 4.39%.
b. The cost of equity using the SML method:
Cost of equity = Risk free rate + beta x ( Market return - risk free rate); in which Risk free rate is rate on T-bill.
=> Cost of equity = 6.3% + 1.3 x ( 13% -6.3%) = 15.01%.
When the Federal Reserve puts money into the banking system,<em> short term interest rates fall</em> <span>because there is more capital in the system. This means that banks are willing to take more risks.
>>></span><span>The </span>Federal Reserve<span> System—also termed as the </span>Federal Reserve<span> or the Fed—is the central banking system of the United States. </span>
Answer:
$500
Explanation:
The cost of the car is $5000
the interest is 10% per year
the interest paid in one year time will be
I= p x r x t
p = $5000; r =10% or 0.1 ;and t = 1
I = $5000 x 0.1 x 1
I= $500 x 1
Interest payable in one year is $500
Answer:
The answer is Investigating Primary Sources
Explanation:
I chose this answer because According to this problem, even though it doesnt say it, the smartest way to investigate a location you want to make a business
really you would need to see the sources for it.
The annualized holding period return for this investment is 13.17%.
<h3>Define annualized total return.</h3>
The fund's annual return is calculated using the annualized total return to show the rate of return required to generate a cumulative return. A holding period is the duration of time an investor keeps an investment in their portfolio or the interval between buying and selling a security.
The geometric average of yearly returns for each year during the investment period is known as the annualized return. When comparing two investments with different time periods or examining an investment's performance over time, the annualized return can be helpful.
Annualized Return =(Future value + Present value) ^ (1 / N) - 1
= [10,000/9,400]^12/6 - 1
= (1.0638298)²-1
= 1.1317 - 1
= 13.17%
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