Answer:
<em>Interest earned </em> = $420
Explanation:
T<em>he total worth of the investment after the the investment period compounded at certain rate is called the Future Value.</em>
Future Value= Principal + compounded interest i.e
FV = P × (1+r)^n
r- rate, FV- future value , n- period
FV = ? , P -1,500, r- 4%, n-7 years
FV = 1,500 ×1.04^(7)
FV = 1973.897669
<em>Interest earned (compound intrest) = FV - Principal amount</em>
= 1973.897669 - 1,500
= $473.89
Without interest earning interest.
The amount of interest earned will be computed on the principal only
Interest earned = $1,500× 4%× 7
= $420
Answer: c. $94,240
Explanation:
On December 31, 2005, one payment has already been made which would mean that only 7 payments are left. As the first of these remaining 7 will be paid the year after, this is an ordinary annuity.
Note payable value = Present value of seven $20,000 payments
= 20,000 * Present value of ordinary annuity of 1 at 11% for 7 years.
= 20,000 * 4.712
= $94,240
Answer:
option (B) 100
Explanation:
Data provided in the question:
Number of days supplier takes to deliver an order once it has been placed i.e the lead time = 25 days
Standard deviation of daily demand = 20
Now,
Standard deviation of usage during lead time
= Standard deviation of daily demand × √(Lead time)
= 20 × √25
= 20 × 5
= 100
Hence,
The answer is option (B) 100
Answer:
$7,500,000 in 8% bonds, 5 years to maturity, semiannual coupon ($300,000)
sold at premium for $7,740,000
the journal entry to record the issuance should be:
Dr Cash 7,740,000
Cr Bonds payable 7,500,000
Cr Bond premium 240,000
<u>Using the straight line amortization:</u>
amortization per coupon payment = $240,000 / 10 coupons = $24,000
Dr Interest expense 276,000
Dr Bond premium 24,000
Cr Cash 300,000
