Answer:
To evaluate the choice, we have to calculate the present value of future cash flows and compare it with the cost. We use the following formula
present value = C × [
]
where
C = yearly payments = 75000
i = interest rate = 8%
n = no. of years = 15
put the given values in above equation, we get
Present value = 75000 ×8.559478688
= 641,961
Since the present value of cash flow 641,961 is less than the cost 750,000, I would not recommend it.
If Interest rate = 5%, then:
Do the same procedure as above but take i=5%
Present value = 75000 × 10.37965804
= 778,474
Since the present value of future cash flows 778,474 is greater than the cost 750,000, I would recommend it.
Answer:
A) TRUE
Explanation:
Updating marketing skills is not unrelated to modern demands in a global environment influenced by technological disruption. The need to keep abreast of changes in digital marketing for instance is essential if you have to stay relevant in the world of marketing.
Answer:
0.6
Explanation:
Correlation r = 0.9,
Standard deviation of monthly change in price of commodity A, σA = 2,
Standard deviation of monthly change in price of commodity B, σB = 3
The hedge ratio will be calculated using the formula
Hedge ratio=r×σA÷σB
Hedge ratio=0.9×2÷3
Hedge ratio = 0.6
Therefore, the hedge ratio used when hedging a one month exposure to the price of commodity A is 0.6.
Answer:
PV=454.54
Explanation:
This problem can be solved applying the concept of future value, the 500 represents money in the future an the 10% is how that money is valued over time

where FV is future value, PV is the present value, i is the periodic interest rate and n is the number of periods. So applying to this particular problem we have:

solving for PV we have:
PV=454.54