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How is the present value of a non-interest-bearing note computed?

Short Answer

Expert verified

The present value of the non-interest-bearing note is calculated using the following formula:

Presentvalue=Futurevalue×1(1+r)n

Step by step solution

01

Definition of Non-Interest-Bearing Note

The non-interest-bearing note can be defined as the, not withno coupon rate. Such notes are issued at a lower price than their par value and are redeemed at par.

02

Calculation of present value of the non-interest-bearing note

The present value of the non-interest-bearing note is calculated by multiplying the present value factor with the future value of the note. The future value of the note means the face value of the note. r is the interest rate applicable on a similar note, and n refers to the period of the note.

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Most popular questions from this chapter

Question: (Restructure of Note under Different Circumstances) Halvor Corporation is having financial difficulty and therefore has asked Frontenac National Bank to restructure its \(5 million note outstanding. The present note has 3 years remaining and pays a current rate of interest of 10%. The present market rate for a loan of this nature is 12%. The note was issued at its face value.

Instructions

The following are four independent situations. Prepare the journal entry that Halvor and Frontenac National Bank would make for each of these restructurings.

(a) Frontenac National Bank agrees to take an equity interest in Halvor by accepting common stock valued at \)3,700,000 in exchange for relinquishing its claim on this note. The common stock has a par value of \(1,700,000.

(b) Frontenac National Bank agrees to accept land in exchange for relinquishing its claim on this note. The land has a book value of \)3,250,000 and a fair value of \(4,000,000.

(c) Frontenac National Bank agrees to modify the terms of the note, indicating that Halvor does not have to pay any interest on the note over the 3-year period.

(d) Frontenac National Bank agrees to reduce the principal balance due to \)4,166,667 and require interest only in the second and third year at a rate of 10%.

Question: How are gains and losses from extinguishment of a debt classified in the income statement? What disclosures are required of such transactions?

On April 1, 2017, Seminole Company sold 15,000 of its 11%, 15-year, \(1,000 face value bonds at 97. Interest payment dates are April 1 and October 1, and the company uses the straight-line method of bond discount amortization. On March 1, 2018, Seminole took advantage of favorable prices of its stock to extinguish 6,000 of the bonds by issuing 200,000 shares of its \)10 par value common stock. At this time, the accrued interest was paid in cash. The company’s stock was selling for $31 per share on March 1, 2018.

Instructions

Prepare the journal entries needed on the books of Seminole Company to record the following.

(a) April 1, 2017: issuance of the bonds.

(b) October 1, 2017: payment of semi-annual interest.

(c) December 31, 2017: accrual of interest expense.

(d) March 1, 2018: extinguishment of 6,000 bonds. (No reversing entries made.)

On January 1, 2017, JWS Corporation issued \(600,000 of 7% bonds, due in 10 years. The bonds were issued for \)559,224, and pay interest each July 1 and January 1. JWS uses the effective-interest method. Prepare the company’s journal entries for (a) the January 1 issuance, (b) the July 1 interest payment, and (c) the December 31 adjusting entry. Assume an effective-interest rate of 8%

(Entries for Redemption and Issuance of Bonds) Matt Perry, Inc. had outstanding \(6,000,000 of 11% bonds (interest payable July 31 and January 31) due in 10 years. On July 1, it issued \)9,000,000 of 10%, 15-year bonds (interest payable July 1 and January 1) at 98. A portion of the proceeds was used to call the 11% bonds (with unamortized discount of $120,000) at 102 on August 1.

Instructions

Prepare the journal entries necessary to record issue of the new bonds and refunding of the bonds.

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