| Option D is the answer | |
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A $1000 bond issued at 97 is sold for (1,000*97%) = 970 A $2000 bond issued at 97 is sold for (2000*97%) = 1940 Comment if you face any issues |
If bonds are issued at 97, which of the following is not correct: A) A $1,000 bond sold for $970. B) The bonds sold at...
DUE: Nov 15, 2019 1. How many interest payment periods are in an 8-year, 8% bond with an effective interest rate of 6%, and paid semiannually? A) 3 B) 8 C) 12 D) 16 2. On May 1, ABC Co. borrowed $50,000 on a 6-month, 10% note. The accounting period ends at Dec. 31. What are the effects of the payment at maturity? a. Liabilities are decreased by $50,000 b. Expenses are increased by $2,500 c. Total assets are decreased...
Question text If bonds are issued at 103, this means that: Select one: A. A $1,000 bond sold for $103. B. The bond rate of interest is 10.3% of the market rate of interest. C. The bonds sold at a discount. D. A $2,000 bond sold for $2,060.00.
Tavinona Company issued 1,000; $1,000 bonds for a bond issue of $1,000,000. The bonds were issued for a 10-year term with a coupon rate of 4.5%. a. The current market rate is 5.8%. Calculate the present (market) value of one bond, then calculate the amount of the bond discount. $902.40; $97.60 $912.19; $87.81 $949.86; $50.14 $944.27; $55.73
A bond that was was issued several years ago is being sold in the secondary market. It carries an interest rate of 10 percent when bonds of equivalent risk are being issued today with an interest rate of 8 percent. This bond will sell at a: A. Premium B. Can not be determined from the information provided C. Discount D. Par value
Your company issued 1,000, 3.2% bonds (face value of each bond is $1,000) at 97.2911 on July 1st, 2019. The bonds are due on July 1, 2024, with interest payable each January 1 and July 1. The market rate at the time of the bond issuance was 3.8 Percent. Use the effective-interest method to calculate both the interest expense and the amortization of the bond discount when each interest payment is made. [Adjusting Entry Required] What is the adjusted entry?
Tavinona Company issued 1,000; $1,000 bonds for a bond issue of $1,000,000. The bonds were issued for a 10-year term with a coupon rate of 4.5%. The current market rate is 3.5%. Calculate the present (market) value of one bond, then calculate the amount of the bond premium. Multiple Choice $1,473.90; $473.90 $1,049.09; $49.09 $1,090.36; $90.36 $1,083.76; $83.76
Company M has issued bonds previously. The bonds have a par value of $1,000 and offer an annual coupon rate of 6%. The bond has 9 years remaining until its maturity date. Calculate the value (price) of the bond assuming: The current market interest rate (also called the discount rate, required rate of return, Yield to Maturity) is... (A) 4% (B) 8% (C) 6%
Monty Corporation issued 1,500 $1,000 bonds at 101. Each bond was issued with one detachable stock warrant. After issuance, the bonds were selling separately at 97. The market price of the warrants without the bonds cannot be determined. Use the incremental method to record the issuance of the bonds and warrants.
Issue Price The following terms relate to independent bond issues: a. 500 bonds; $1,000 face value; 8% stated rate; 5 years; annual interest payments b. 500 bonds; $1,000 face value; 8% stated rate; 5 years; semiannual interest payments c. 800 bonds; $1,000 face value; 8% stated rate; 10 years; semiannual interest payments d. 2,000 bonds; $500 face value; 12% stated rate; 15 years; semiannual interest payments Use the appropriate present value table: PV of $1 and PV of Annuity of...
Scenario FOUR: A company has issued 10-year bonds, with a face value of $1,000. Interest at 8 % is paid quartery 17. If an investor has a nominal MARR 16 % , compounded quarterly, she will only purchase the bond if it sells at in the secondary market: a. Par value b. A premium The redemption price d. c. A discount 18. What are the quarterly interest payments on the bond? a. $40 b. $30 c. $20 d. $80 19....