Marin Inc. has issued three types of debt on January 1, 2020, the start of the company’s fiscal year.
(a) | $11 million, 10-year, 13% unsecured bonds, interest payable quarterly. Bonds were priced to yield 11%. | |
(b) | $27 million par of 10-year, zero-coupon bonds at a price to yield 11% per year. | |
(c) | $20 million, 10-year, 9% mortgage bonds, interest payable annually to yield 11%. |
Prepare a schedule that identifies the following items for each
bond: (1) maturity value, (2) number of interest periods over life
of bond, (3) stated rate per each interest period, (4)
effective-interest rate per each interest period, (5) payment
amount per period, and (6) present value of bonds at date of issue.
(Round stated and effective rate per period to 2
decimal places, e.g. 10.25%. Round present value factor
calculations to 5 decimal places, e.g. 1.25124 and the final answer
to 0 decimal places e.g. 58,971.)
Unsecured |
Zero-Coupon |
Mortgage |
|||||||||
(1) | Maturity value | $ | $ | $ | |||||||
(2) | Number of interest periods | ||||||||||
(3) | Stated rate per period | % | % | % | |||||||
(4) | Effective rate per period | % | % | % | |||||||
(5) | Payment amount per period | $ | $ | $ | |||||||
(6) | Present value | $ | $ | $ |
PLEASE PROVIDE STEPS AND EXPLANATION WITH ANSWERS. THANK YOU!
Unsecured |
Zero-Coupon |
Mortgage |
||
1 |
Maturity value |
$11,000,000 |
$27,000,000 |
$20,000,000 |
2 |
Number of interest periods |
40 (10 * 4) |
10 |
10 |
3 |
Stated rate per period |
3.25% (13% /4) |
0% |
9% |
4 |
Effective rate per period |
2.75% (11% / 4) |
11% |
11% |
5 |
Payment amount per period |
$357,500 (11,000,000 * 3.25%) |
0 (27,000,000 * 0%) |
$1,800,000 (20,000,000 * 9%) |
6 |
Present value |
$12,324,271 |
$9,508,860 |
$16,946,214 |
(357,500 * 24.0781) + (11,000,000 * 0.33785) |
(27,000,000 * 0.35218) |
(1,800,000 * 5.88923) + (20,000,000 * 0.31728) |
I hope it is useful to u if u have any doubt pls comment give me up thumb
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