Q1) Consider the following statements:
Statement 1. When amortizing a bond discount, the bond’s amortized cost decreases each period as the interest expense increases.
Statement 2. When amortizing a bond premium, the bond’s amortized cost increases each period as the interest expense increases.
Select one:
a. Neither of the statements is correct
b. Only statement 1 is correct
c. Only statement 2 is correct
d. Both statements are correct
Q2) A type of amortization method used to amortize bond discount/premium that records interest expense based on the amortized cost of the bond—that is, on the bond’s book value at the end of the previous period is called:
Select one:
a. Effective-interest amortization method
b. Units of production method
c. Straight-line amortization method
d. None of the available choices
Q3) Effective interest amortization method uses which of the following rates to determine interest expense?
Select one:
a. Bond rate
b. Effective amortization rate
c. Market rate
d. Coupon rate
Q4) On July 31, 2018, Hummbug Corporation issued $100,000, 5%, 20-year bonds for $113,678 when the market interest rate was 4%. The bonds pay semi-annual interest on July 31 and January 31. Hummbug uses the effective interest method to amortize its bond discount or premium, and it has a January 31 year-end. How much would interest expense from these bonds be recorded in Hummbug’s financial statements for the year ended January 31, 2019?
Select one:
a. $226
b. $2,274
c. $4,774
d. $2,500
1 | a. Neither of the statement is correct | ||||
Correct statements are: | |||||
1 | When amortizing a bond discount, the bond’s amortized cost increases each period as the interest expense increases | ||||
2 | when amortizing a bond premium, the bond’s amortized cost increases each period as the interest expense decreases | ||||
2 | a. Effective-interest amortization method | ||||
3 | c. Market rate | ||||
4 | Interest expense=Carrying value of the bond*Market interest rate*(6/12)=113678*4%*(6/12)=113678*2%=2273.56=$ 2274 | ||||
Answer is | |||||
b. $2274 | |||||
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