Answer:
June 30 Bond Interest Expense Dr $81000
Cash Cr $81000
(6%/2*$2,700,000)
December 31 Bond Interest Expense Dr $81000
Cash Cr $81000
Bonds Payable Dr $2,700,000
Cash Cr $2,700,000
Explanation:
Record the entry for the first semiannual interest payment and the second semiannual interest payment.
June 30 Bond Interest Expense Dr $81000
Cash Cr $81000
(6%/2*$2,700,000)
December 31 Bond Interest Expense Dr $81000
Cash Cr $81000
Record the entry for the maturity of the bonds on December 31, 2022 (assume semiannual interest is already recorded).
Bonds Payable Dr $2,700,000
Cash Cr $2,700,000
Answer and Explanation:
B. reduces the number of available job opportunities
Calculation of equal amount to deposit each year to get the future amount:
It is given that a manufacturer of triaxial accelerometers wants to have $2,800,000 available 10 years from now. So we can say that Future value is $2,800,000. We are also given that the deposit rate is 6% per year.
In order to find out the equal amount to deposit each year we need to calculate the annuity using the future value of annuity formula as follows;
Annuity = Future value of annuity / FV of $1 annuity
FV of $1 annuity (at 6% rate for 10 years) is 13.18079
Hence,
Annuity =2,800,000 / 13.18079 = 212,430.36
Hence , equal amount to deposit each year is $212,430.36
The answer is either B or C. I think it may be C.
