Answer:
A. when the owner defaults on the loan payment
Answer: 1. $218750 ; 2. $231, 250 ; 3. $11562.50
Explanation:
1. The bonds with a par value of $250,000 and implied selling price of 87 ½.
Cash proceed = 250,000 × 87.5%
= $218,750
2. Since it's semiannual interest payments, the total amount of bond interest expense that will be recognized over the life of these bonds will be:
[20 × (250,000 × 8% × 6/12)]+ $250,000 - $218,750
= $200,000 + $250,000 - $218,750
= $231, 250
3. The amount of bond interest expense recorded on the first interest payment date will be:
= Total bond interest expense/number of payments
= $231,250/20
= $11562.50
Question is incomplete. I will try to answer to the best of my ability.
Answer and Explanation:
The credit terms '3/15, n/60' and '2/10, n/30' mentioned in the question signifies the terms in which riverbed has sold its product to the buyer.
3/15, n/60 means that if the buyer pays with 15 days since the transaction takes place then the buyer would receive 3% on the receivable.
However, if they fail to pay within 15 days then the buyer would have to pay the full amount within 60 days.
Similarly, 2/10, n/30 means 2% discount within 10 days since the transaction took place. Otherwise full payment after 10 day.
See there are pros and cons if you answer on the first ring people will think your always depentent on your phone and always have it with you
After the fourth ring people will just hang up and think you wont answer
If you never answer then people will just never call you
So the second ring is the best choice
Answer:
c. 10.38%
Explanation:
Loan Amount = $10,000
Quarterly Interest payment = $250
Interest Payment for the year = $250 x 4
Interest Payment for the year = $1,000
Nominal interest rate = ($1,000 / $10,000) x 100 = 10%
Nominal interest rate = r = 10%
Number of periods = m = 4
Effective Interest rate = [ ( 1 + r/m )^m]-1
Effective Interest rate = [ ( 1 + 0.1/4 )^4] -
Effective Interest rate = [ ( 1 + 0.025 )^4] -1
Effective Interest rate = 10.38%
