Answer:
A) 964,286
B) 14
C) 750,000
Explanation:
The portfolios expected return = (0.5 x $70,000) + (0.5 x $200,000) = $35,000 + $100,000 = $135,000
If the risk free investment yields 6% per year, and you require a risk premium of 8%, then the total interest rate that the portfolio yields must be 6% + 8% = 14%
you will be willing to pay: $135,000 / 14% = $964,286 for the portfolio
if the risk premium increase by 4%, then the price of the portfolio will decrease to: $135,000 / 18% = $750,000
44% annual interest sounds too good to be true, but we'll work with it.
Don't know exactly how much is <span>$12 comma 00012,000.
I will work with $1,000,000 (one million). You can scale the results to the right amounts.
Future value = $1,000,000
i=0.44
n=88
Present value=$1,000,000/(1+0.44)^88=$1.159*10^(-8), not even one cent!
However, if the interest rate is 4% for 88 years (more likely), then
Present value=F/(1.04^88)=1,000,000/1.04^88=$317,000.50.
That's the amount you need to put in today to get $1000000 in 88 years at 4% APR (compounded annually).</span>
Answer:
Option d is the correct option.
Explanation:
All other options creates less awareness and uniqueness of the products, whereas emphasising on better quality of products creates brand recognition and this higher brand recognition creates greater brand loyalty.
For creation of brand loyalty, we have to offer our customers something extra that our competitors are unable to deliver.
..........who will have completed fewer than 12 YEARS OF SERVICE or a reserve component member who will have fewer than 4320 RETIREMENT POINTS as of December 31, 2017. This is part of the rules that regulated blended retirement system which prepares retirement funds for people in service.
Answer:
Preservation of value.
Explanation:
Money is a medium of exchange that is generally acceptable for transactional purposes.
As seen in the scenario , money may not necessarily be cash as some other items can be used as a medium of exchange in a trade by barter agreement so far the items has the features of money and acceptable.
However , one thing that could be pointed out in the transaction in the scenario is a loss of value of the purple fabrics before the transaction could take place as a result of sudden arrival of a trade ship that caused a surplus in the fabrics , and at the end , it could not achieve as much as was expected.
Therefore the need for the preservation of value of money is necessary and needed
