Answer:
The amount that should be invested to total $45,000 in 8 years is $18,995.
Explanation:
According to the situation, you have to calculate the amount that you have to invest in the present to get $45,000 in eight years. You can find it using the formula:
P= F/(1+(i/n))^nt
P= present value
F= future value: $45,000
i= interest: 11%
n= number of times compounded per year: 3
t= time in years
P= $45,000/(1+(0.11/3))^(8*3)
P= $45,000/(1+0.0366)^24
P= $45,000/2.369
P= $18,995
Answer:
It's supply chain is complex.
Answer:
From the graph, if you invest 10% in bonds and 90% in stocks, the range of potential return is given as +49.8% to -39.0% with a average of 9.9% whereas if investment is made by 10% in stocks and 90% in bonds, then the range of annual returns would become +31.2% to -8.2% with a average of 6%. Therefore, as the investment in stocks increases the average annual returns also increase.
Explanation:
Hope this helps!
