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Answer:
Bond's Current Yield 4.39%
Explanation:
The bond's current yield is calculated as below:
Bond's Current Yield = Annual Coupon Payment/Current Bond Price*100
Substituting values in the above formula, we get,
Bond's Current Yield = (100*4.30%)/97.85*100 = 4.39%
Answer:
$4,697.04
Explanation:
In simple words , this question requires us to find the Future Value in 5 years time. We compound the Present Value using the effective interest rate to determine the Future Value of an investment.
<em>PV = $3,000.00</em>
<em>P/YR = 12</em>
<em>N = 5 x 12 = 60</em>
<em>I = 9 %</em>
<em>PMT = $0</em>
<em>FV = ?</em>
Using a Financial calculator to enter the parameters as above the Future Value (FV) is $4,697.04
therefore,
In 5 years time, you will have $4,697.04.
Answer:
The answer is: E) It would not necessarily be considered high elsewhere
Explanation:
Usually the inflation rate in the US and Europe is around 1-3%. In the early 1980's the US inflation rate was above 10% so it was considered huge. But if you consider it against inflation rates in other countries, like Argentina for example, which currently has an annual inflation rate of over 60% then it wasn't that big. During the 1980's many countries suffered from hyperinflation, with monthly inflation rates of over 50%.
So the high inflation rate in the US and Europe wasn't necessarily high for other countries.