How much will $100 grow to if invested at a continuously compounded interest rate of 9.25% for 9 years? (Do not round intermedia
1 answer:
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Answer:
rate set by first complex bank is = 5.07 %
Explanation:
given data
simple interest = 6.4 %
investment time = 10 year
solution
we consider here first total interest on the amount $100 paid as simple interest is for 10 year will be
interest = $100 × 6.4% × 10
interest = $64
so future value will be = $100 + $64 = $164
so now we consider rate of interest = r
so that now we apply here future value formula
future value = investment × ...............1
$164 = $100 ×
1.64 =
solve it we get
r = 0.05071
so rate set by first complex bank is = 5.07 %
Answer and Explanation:
The calculations of the stock return for the missing year is shown below:
a. Let us assume the fifth year stock return be x
As we know that
Average rate of return = Total returns ÷ number of years
0.12 = (0.1 - 0.11 + 0.21 + 0.22 + x) ÷ 5
So after solving this, the x is 14%
b. Now the standard deviation of the stock return is presented in the excel spreadsheet
The standard deviation is 13.40%
