Answer:
The second option which 5 years to maturity exhibited a lower price of
$523.95
Explanation:
In order to ascertain the option with lower, it is important we determine the price of each investment based on the fact the price of an investment opportunity today is the present value of its future cash flow is the maturity value of $1000 in both cases:
a.
PV=FV/(1+r)^n
PV=price of investment
FV=future value=$1000
r= 13.80%.
n=4 years
PV=$1000/(1+13.80%)^4
PV=$596.25
b.
PV=FV/(1+r)^n
PV=price of investment
FV=future value=$1000
r= 13.80%.
n=5 years
PV=$1000/(1+13.80%)^5
PV= $523.95
Answer:
The value after seven years from now is $231,216.29
Explanation:
The computation of the expected value would be seven years from now is shown below:
Here we use the future value formula i.e. shown below:
Future value = Present value × (1 + interest rate)^number of years
= $188,000 × (1 + 0.03)^7
= $188,000 × (1.03)^7
= $231,216.29
Hence, the value after seven years from now is $231,216.29
Answer : Premium Pricing.
Companies manufacturing or selling designer apparel, custom jewellery or exclusive paintings usually have a unique brand. These companies usually have their own signature brands that have a big competitive advantage. Hence they charge higher prices.
Answer:
Fractional Reserves
Explanation:
Banks are required to hold money to lend out. If you deposit $100 into your account that is $100 for the bank to lend that money out to ones who need it.