Swifty Company sells 8% bonds having a maturity value of $3,000,000 for $2,772,550. The bonds are dated January 1, 2020, and mature January 1, 2025. Interest is payable annually on January 1. Determine the effective-interest rate. The effective-interest rate
Calculation of discount | ||
Bond face value or maturity value | 3000000 | |
Less: | Bond discount/issue value | 2772550 |
Discount | 227450 |
Bond period January 1, 2020 to January 1, 2025 so,
No.of year | 5 |
Discount per year=Discount/No. of year
=227450/5
=45490
Discount per year | 45490 |
interest@8% | 240000 |
Total | 285490 |
average of discount price and face value=(face value+discounted value)/2 =(3000000+2772550)/2 |
average of discount price and face value= | 4386275 |
Effective interest rate =285490/4386275*100=6.51%
Swifty Company sells 8% bonds having a maturity value of $3,000,000 for $2,772,550. The bonds are...
Swifty Company sells 8% bonds having a maturity value of $3,000,000 for $2,772,550. The bonds are dated January 1, 2020, and mature January 1, 2025. Interest is payable annually on January 1. The effective-interest rate?
Swifty Company sells 8% bonds having a maturity value of $3,000,000 for $2,772,550. The bonds are dated January 1, 2020, and mature January 1, 2025. Interest is payable annually on January 1. The effective-interest rate? i need to find out how to compute the effective interest rate?
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