Answer:
$700
Explanation:
If a bond is issued at a lower price than the face value of the bond, then the bond is issued on the discount. This discount is amortized over the bond's life. This amortization will be expensed as Interest Expense.
Discount = Face value - Issuance price = $15,000 - $14,700 = $300
Bond's Life = 6 years
Amortization of discount = $300 / 6 = $50 annually = $25 semiannually
Coupon Payment = Face Value x coupon Rate = $15,000 x 9% = $1.350 annually = $675 semiannually
Interest Expense Includes both the coupon payment and discount amortization for the period.
Interest Expense = $675 + $25 = $700
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Answer:
Therefore the required time period is 3 years.
Explanation:
To calculate the number of period we are using the following formula of future value
Future value = 
is cash flow at period 0= $ 35,00
r = rate of interest = 8.00% = 0.08
n= number of periods = ?
Future value = $44,089.92
Substituting the values in the formula





Therefore the required time period is 3 years.
Answer:
Total production for the current period is expected to be 7420 units.
Explanation:
The current production should be enough to meet the required units needed for the desired ending inventory and the units needed to meet the current sales after adjusting for the opening inventory of units that is available. Thu,s the current production requirement will be,
Production = Closing Inventory + Sales - Opening Inventory
Production = 263 + 7500 - 343
Production = 7420 units
Answer:
$2,850
Explanation:
Given the following :
Face value of security = $100,000
Carrying value = $95,000
Effective interest rate = 6%
Interest paid semianually = $2500
The effective interest revenue recognized for the six months ended December 31, 2018 is:
IF effective interest rate = 6%
Semiannual interest = 6% / 2 = 3%
Therefore effective interest revenue for six months will be the product of the carrying value and the interest rate within the six months period :
3% = 0.03
0.03 * $95,000 = $2,850