Answer:
Monthly withdrawal = $ 231.17 per month
Explanation:
Below is the calculation:
Deposit amount in the bank = $10200
Interest rate earned by the deposit = 4.19%
Monthly interest rate = 4.19% / 12 = 0.34917%
Number of periods = 4 years x 12 = 48
Amount in the account = Monthly withdrawal x (P/A, 0.34917%, 48)
10200 = Monthly withdrawal x 44.12246
Monthly withdrawal = 10200/44.12246
Monthly withdrawal = $ 231.17 per month
Answer:
the effective rate of interest on the debt is 6.38%
Explanation:
The computation of the effective rate of interest on the debt is shown below:
Effective rate of interest is
= ($400,000 × 6%) ÷ ($400,000 × 0.94)
= $24,000 ÷ $37,600
= 6.38%
Hence, the effective rate of interest on the debt is 6.38%
It could be determined by applying the above formula so that the correct rate could come
Solution :
It is given that Fizzo and Pop Hop sells orange soda. Fizzo advertises about his drinks while Pop Hop does not advertises.
According to the matrix provided we can conclude that :
-- If Fizzo wishes to advertise about his soda drinks, he will earn a profit of 8 million dollar and if Pop Hop do advertises and a 15 million dollar if Pop Hop does not advertises.
-- If Fizzo does not advertise, it will earn profit of about 2 million dollar if Pop Hop advertises and 9 million dollar if Pop Hop does not advertises.
-- When Pop Hop wished to advertise , Fizzo will make a higher profit if he chooses to advertise.
-- When Pop Hop do not advertise, Fizzo will make a higher profit when it chooses to advertise.
And if both the firms acts independently and they start off not advertising, then --- both firms will advertise as both of them will earn highest profits each.
If both the firms collude and both firms start off not advertising, the strategies they will end up is that both the firms will not advertise as the joint profit will be maximized.
Answer:
The final value is $106,607.35.
Explanation:
Giving the following information:
n= 10 years
i= 16%
Annual deposit= $5,000
To calculate the final value we need to use the following version of the final value formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {5,000*{(1.16^10)-1]}/0.16= $106,607.35
Answer:
$2.07
Explanation:
the complete answer details is found in the attachment below