Deposit (PV): $10,000
Years between the 18th month and the fifth year (n) = 3.5
(I)=7% yearly interest rate
Simple interest approach accumulated value equals P*(1+(i*n)).
=1000*(1+(7%*3.5))
=1245
Thus, the total value at the end of five years will be $1245.
Compound interest method accumulated value equals P*(1+i)n
=1000*(1+7%)^3.5
=1267.19
Therefore, the total value after five years will be $1267.19.
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Answer:
Linkedin
Explanation:
it specializes in that department
Answer:
0.76
Explanation:
So, in this particular question we are given that that there are two assets which are the; [1]. stock fund and [2]. a long-term government and corporate bond fund.
From the question/problem, we have that the Expected ret and the std. dev. for the Stock fund is 18% and 25% respectively. Also, the Expected ret and std. dev. for Bond fund 11% and 18% respectively.
Thus, the investment proportion in the minimum variance portfolio of the bond fund = 1 - [ ( 18%)² - 0.4 × 25% × 18%) ÷ ( 25%)² + (18%)² - 2 × 0.4 × 25% × 18%. = 1 - [0.0144 ÷ 0.0609 ] = 1 - 0.24 = 0.76.
Answer:
<em>a. 22.64%</em>
Explanation:
At first we are going to need to compute the Internal rate of return(IRR) (in which the current value of inflows = the current value of outflows)
Let's let the IRR be <em>x percent</em>
Therefore $4,500 = $750 / (1.0x)
+ $1,000 / (1.0x) <em>power 2</em> + $850 / (1.0x) <em>power 3 </em>
+ $6,250 / (1.0x) <em>power 4</em>
Thus, x = approximate return rate = <em>22.64 percent</em>
To raise money to grow the company
