2.7750
9
2.7489
6
2.7232
5
2.6979
3
2.6730
1
2.6484
8
2.6243
2
2.4868
5
2.4437
1
2.4018
3
2.3611
5
Present value of a single amount of $4,000,000 due in 5 yrs. at 11% compounded
semiannually + Present value of 10 semiannual interest payments of $200,000
(annuity), at 11% compounded semiannually = ($4,000,000 × 0.58543) + (200,000 ×
7.53763) = $2,341,720.00 + $1,507,526.00 = $3,849,246.00.
Bloom’s: Applying
Moderate
FNMN.WAJO.19.11-APP1 – LO: 11–APP1
FNMN.WAJO.19.11-APP2 – LO: 11–APP2
ACCT.ACBSP.APC.15 – Current Assets Reporting
ACCT.ACBSP.APC.22 – Long-Term Liabilities Reporting
ACCT.AICPA.FN.03 – Measurement
BUSPROG: – Analytic
172. Snickett Corp. issued $5,000,000, five-year bonds on the first day of its fiscal year. The bonds have a stated rate of
11% and an effective (market) rate of 9%. Interest payments are made semiannually. Compute the following:
(a) The amount of cash proceeds from the sale of the bonds. Use the present value table and round to the nearest dollar.
(b) The amount of premium to be amortized for the first semiannual interest payment period, using the interest method.
Round to the nearest dollar.
(c) The amount of premium to be amortized for the second semiannual interest payment period, using the interest method.
Round to the nearest dollar.